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Why Pi! An Activity for the TI 84 family
Tom Reardon
459 подписчиков
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200 видео с канала:
Tom Reardon
Why Pi! An Activity for the TI 84 family
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Super Bowl 58 Math Activities and Fun Facts
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ACT Dec2022 55 Systems of Linear Inequalities Applied
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ACT Dec2022 52 inverse of x cubed
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ACT Dec2022 41 solve log eq about decibels
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ACT Dec2022 35 Radians to Degrees
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ACT Dec2022 32 median of 10 numbers 3 ways
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ACT Dec2022 24 For Odd Integers x x squared plus x
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ACT Dec2022 02 identify slope from a linear equation
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ACT Dec2022 15 approximate radical 77
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ACT Dec2022 20 LCM application problem
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ACT Dec2022 22 composition of functions 3 solns
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ACT Dec2022 09 solve linear equation 3 solns
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27 -3^2 = ?
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Super Bowl 57 Math Activities and Fun Facts
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Holiday Tree w Lights Animated Snow TI 84CE
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Use TI Connect CE to Put Files onto TI 84 and TI 84 CEs
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TI 15 calculator all u need to know
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TI 84CE Tips Tricks PAEMST 2019
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26 Use Programs to Put Data into Lists
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25 Lists as Spreadsheets on the TI 84
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24 Limits Asymptotes Rational Functions
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23 Generate Recursive Sequences Including Fibonacci
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22 Intersection Coordinates Automatically Stored
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21 Linear Programming 02 Optimize Objective Function
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20 Linear Programming 01 Graph the Feasible Region
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19 Complex Number Arithmetic Discover Powers of i
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18 Derive Summation Formulas Creatively
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17 Sequences Series Sigma Notation
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16 Illustrate Inf Solns of Systems Using Lists
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15 Create and Store Your Favorite Window Settings
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14 Zoom Previous Is Like Using Undo
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13 Visually Connect Concavity to 2nd Derivative
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12 First Derivative Test Visualize Inc Dec Function Intervals
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11 First Derivative Test Visualize Relative Extrema
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10 Transformations as Composition for Sinusoids
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09 Transformations as Composition of Functions part 2 of 2
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08 Transformations as Composition of Functions part 1 of 2
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07 Graph Trig Inverses Using Parametrics
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06 Graph Inverses Using Parametrics
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05 Is sqrtx^2 equal to x
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04 Is sqrtx^2 equal to x
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03 Investigate Inverse Functions Using Tables
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02 Investigate Inverse Functions Using Graphs
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01 Investigate Discover Inverse Functions
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Columbus Math Mar 09 2022 Tom Reardon
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COVID-19_Data_Math_Modeling_July_2021
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Families_of_Functions_Mu_Alpha_Theta_July 2021
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ACT Math Success - Leverage Classroom Instruction and Technology
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ACT Math Success - Leverage Classroom Instruction and Technology Video 2
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The Wolf Population Problem
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24Q Quick! Graph y = cot(x)
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24P How to graph y = cot(x)
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26Q Quick! Graph y = csc(x)
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26P How to graph y = csc(x)
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25P How to graph y = sec(x)
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25Q Quick! Graph y = sec(x)
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23Q Quick! Graph y = tan(x)
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23P How to Graph y = tan(x)
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21CD Quick! Graph y = 5/2cos(pi/3 x + pi) - 1
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22CC Quick! Graph y = 3/2sin(1/3x - pi/2) - 1
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22CB Quick! Graph y = 5/2sin(x) - 2
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21CC Quick! Graph y = 3cos(one-half x plus pi over 3) plus 2
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Google sites bitly how to Tom Reardon
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17 RAD to DEG and DEG to RAD automatic on TI-84
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22KA Quick! Graph y = sin(one half x)
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22CA Quick! Graph y = sin(2x minus pi over 3)
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22HA Quick! Graph y = sin(x plus pi over 3)
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22VB Quick! Graph y = sinx - 3
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22DA Quick! Graph y = five halves sin(x)
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21VA Quick! Graph y = cos(x) + 2
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21KA Quick! Graph y = cos(3x)
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21HB Quick! Graph y = cos(x - pi over 4)
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21DA Quick! Graph y = 3cosx
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Math Fest YSU 2021 Families of Functions 6m 21s
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ACT SAT Math Fest YSU 2021 Problems and Strategies
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22Q Quick! Review how to graph y = sinx 4m 0s
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21Q Quick! Review how to graph y = cosx 3m 52s
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22P How to graph y = sinx 15m 10s
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21P How to graph y = cosx 15m 30s
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00PST How to graph y = m(x - x1) + y1 with transformations
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00CS Graph summary one linear equation 3 ways
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00C5 Quick review how to graph 5 different linear equations - best way
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00MBQ Quick review to graph y = mx + b slope-intercept
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00MBP How to graph y = mx + b slope-intercept
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00PSQ Quick! Review how to graph y - y1 = m(x - x1) point-slope form
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00PSP How to graph y - y1 = m(x - x1) point-slope form
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00YP How to graph y = c
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00M6 Draw Lines with Given Slope
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00M5 Calculate Slope Using a Formula
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00M4 Derive the Slope Formula
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00M3 Calculate Slope from Tables
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00M2 Calculate Slope from Graphs
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00M1 What Slope Means and 4 Flavors of Slope
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00XQ Quick! Review how to graph x = c
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00YQ Quick! Review how to graph y = c
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00XP How to graph x = c
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00Q Quick review to graph Ax + By = C
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00P How to graph Ax + By = C
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Families of Functions Explain How To Use in 5 minutes
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Families of Functions Explain How To Use Free Video Course
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13CC_Quick!_Graph_y =_2f(x_-_3)_-_4
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13CB_Quick!_Graph_y =_-_f(one-third_x)
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13CA_Quick!_Graph_y =_3_f[x]_plus_2
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12CC_Quick!_Graph_y =_-_[three-halves)_[x_-_2]_plus_3
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12CB_Quick!_Graph_y =_-_[one-half_x_]
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12CA_Quick!_Graph_y =_2_[_x_]_plus_1
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11CC_Quick!_Graph_y=_(one-half)_sqrt(64_-_(x_-_1)^2)_plus_2
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11CB_Quick!_Graph_y =_-_sqrt(36_-_(x_plus_2)^2)
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11CA_Quick!_Graph_y =_2_sqrt(25_-_x^2)_-_3
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10CC_Quick!_Graph_y =_-ln(one-half_x)
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10CB_Quick!_Graph_y =_ln(x_plus_1)_plus_2
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10CA_Quick!_Graph_y =_2_ln(x)_-_3
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09CC_y =_(one-half)_e^(x_-_3)_ plus_1
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09CB_y =_e^(2x)_ -_1
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09CA_y =_e^(x_-_2)_ -_4
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08CC_y =_(one-half)^(2x)_ -_7
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08CB_y =_3_-_(one-half)^x
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08CA_y =_(one-half)^(x_-_2)_ plus_1
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07CC_Quick!_Graph_y=_-2^(x_-_2)_ plus_4
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07CB_y =_2^(one-half_x)_ plus_1
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07CA_y =_2^(x_plus_1)_ -_3
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06CC_Quick!_Graph_y =_2_-_cuberoot(x_+_1)
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06CB_Quick!_Graph_y =_-(three-halves)_cuberoot(x)_+_2
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06CA_Quick!_Graph_y =_2_cuberoot(x_-_1)
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05CC_Quick!_Graph_y =_-(one-half)_(x_-_1)^3+2
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05CB_Quick!_Graph_y =_(three-halves)_(x_+_4)^3
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05CA_Quick!_Graph_y =_4_-_x^3
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04CC_Quick!_Graph_y =-1_over_(x_+_4)_-_2
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04CB_Quick!_Graph_y =-6_over_x
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04CA_Quick!_Graph_y =_1_over_(x_-_1)_+_2
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03CC_Quick!_Graph_y =_-(one-half)_sqrt(x_+_6)_+_1
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03CB_Quick!_Graph_y =_sqrt(2x)_-_4
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03CA_Quick!_Graph_y =_2_sqrt(x)_+_3
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02CC_y =_abs(one-half_x_+_3)_-_4
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02CB_Quick!_Graph_y =_-abs(x_-_5)_+_1
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02CA_Quick!_Graph_y =_(one-half)_abs(x)_+_3
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01CC_Quick!_Graph_y =_-(one-half)_(x_-_3)^2_+_4
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01CB_Quick!_Graph_y =_-(x_+_4)^2_+_1
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01CA_Quick!_Graph_01CA_y =_2x^2_-_3
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02DB_Quick!_Graph_y_=_3_abs(x)
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13DB_Quick!_Graph_y_=_(one-third)_f(x)
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12DB_Quick!_Graph_y_=_(one-half)_[x]
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11DB_Quick!_Graph_y_=_(one-third)_sqrt(81-x^2)
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10DB_Quick!_Graph_y_=_(one-third)_ln(x)
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09DB_Quick!_Graph_y_=_(one-half)_times_e^x
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08DB_Quick!_Graph_y_=_(one-fourth)_times_(one-half)^x
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07DB_Quick!_Graph_y_=_(one-third)_times_2^x
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06DB_Quick!_Graph_y_=_(one-third)_cuberoot(x)
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05DB_Quick!_Graph_y_=_2_x^3
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04DB_Quick!_Graph_y_=_1_over_(2x)
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03DB_Quick!_Graph_y_=_(one-half)_sqrt(x)
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02DA_Quick!_Graph_y_=_(one-half)_abs(x)
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01DB_Quick!_Graph_y_=_(one-half)_x^2
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10DA_Quick!_Graph_y_=_3ln(x)
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09DA_Quick!_Graph_y_=_2_times_e^x
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07DA_Quick!_Graph_y_=_2_times_2^x
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06DA_Quick!_Graph_y_=_2_cuberoot(x)
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05DA_Quick!_Graph_y_=_(one-half)_x^3
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04DA Quick! Graph y = 3 over x
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C01A y = 2x^2 - 3
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10KB_Quick!_Graph_y_=_ln(one-half_x)
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07KA Quick! Graph y = 2^3x
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01HB_Quick!_Graph_y_=_(x_plus_6)^2
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01HA_Quick!_Graph_y_=_(x-5)^2
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12Q Quick! Graph y = [ x ]
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11Q Quick! Graph y = sqrt(36 - x^2)
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10Q Quick! Graph y = ln(x)
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09Q Quick! Graph y = e^x
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08Q Quick! Graph y = (one-half)^x
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07Q Quick! Graph y = 2^x
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06Q Quick! Graph y = cuberoot(x)
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05Q Quick! Graph y = x^3
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04Q Quick! Graph y = 1 over x
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03Q Quick! Graph y = sqrt(x)
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02Q Quick! Graph y = abs(x)
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01Q Quick! Graph y = x^2
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10VB_Quick!_Graph_y=ln(x)_plus_2
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10VA_Quick!_Graph_y=ln(x)_-_4
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09VB_Quick!_Graph_y=e_to_the_x_-_3
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09VA_Quick!_Graph_y=e_to_the_x_plus_1
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10HB_Quick!_Graph_y_=_ln(x_plus_4)
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10HA_Quick!_Graph_y_=_ln(x_-_3)
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09HB_Quick!_Graph_y_=_e^(x_plus_5)
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09HA_Quick!_Graph_y_=_e^(x_-_1)
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10S Quick! Graph y = -ln(x)
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09S Quick! Graph y = -e^x
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S00 How to Graph the Opposite of Parent Functions
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13S Quick! Graph y = -f(x)
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12S Quick! Graph y = - [ x ]
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11S Quick! Graph y = -sqrt(49-x^2)
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08S Quick! Graph y = -(one-half)^x
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07S Quick! Graph y = -2^x
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06S Quick! Graph y = -cuberoot(x)
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05S Quick! Graph y = - x^3
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04S Quick! Graph y = -1 over x
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03S Quick! Graph y = -sqrt(x)
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02S Quick! Graph y = -abs(x)
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01S Quick! Graph y = - x^2
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13KB_Quick!_Graph_y_=_f(one-half_x)
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Канал: Tom Reardon
Why Pi! An Activity for the TI 84 family
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Super Bowl 58 Math Activities and Fun Facts
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ACT Dec2022 55 Systems of Linear Inequalities Applied
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ACT Dec2022 52 inverse of x cubed
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ACT Dec2022 41 solve log eq about decibels
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ACT Dec2022 35 Radians to Degrees
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ACT Dec2022 32 median of 10 numbers 3 ways
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ACT Dec2022 24 For Odd Integers x x squared plus x
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ACT Dec2022 02 identify slope from a linear equation
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ACT Dec2022 15 approximate radical 77
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ACT Dec2022 20 LCM application problem
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ACT Dec2022 22 composition of functions 3 solns
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ACT Dec2022 09 solve linear equation 3 solns
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27 -3^2 = ?
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Super Bowl 57 Math Activities and Fun Facts
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Holiday Tree w Lights Animated Snow TI 84CE
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Use TI Connect CE to Put Files onto TI 84 and TI 84 CEs
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TI 15 calculator all u need to know
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TI 84CE Tips Tricks PAEMST 2019
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26 Use Programs to Put Data into Lists
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25 Lists as Spreadsheets on the TI 84
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24 Limits Asymptotes Rational Functions
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23 Generate Recursive Sequences Including Fibonacci
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22 Intersection Coordinates Automatically Stored
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21 Linear Programming 02 Optimize Objective Function
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20 Linear Programming 01 Graph the Feasible Region
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19 Complex Number Arithmetic Discover Powers of i
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18 Derive Summation Formulas Creatively
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17 Sequences Series Sigma Notation
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16 Illustrate Inf Solns of Systems Using Lists
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15 Create and Store Your Favorite Window Settings
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14 Zoom Previous Is Like Using Undo
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13 Visually Connect Concavity to 2nd Derivative
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12 First Derivative Test Visualize Inc Dec Function Intervals
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11 First Derivative Test Visualize Relative Extrema
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10 Transformations as Composition for Sinusoids
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09 Transformations as Composition of Functions part 2 of 2
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08 Transformations as Composition of Functions part 1 of 2
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07 Graph Trig Inverses Using Parametrics
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06 Graph Inverses Using Parametrics
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05 Is sqrtx^2 equal to x
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04 Is sqrtx^2 equal to x
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03 Investigate Inverse Functions Using Tables
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02 Investigate Inverse Functions Using Graphs
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01 Investigate Discover Inverse Functions
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Columbus Math Mar 09 2022 Tom Reardon
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COVID-19_Data_Math_Modeling_July_2021
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Families_of_Functions_Mu_Alpha_Theta_July 2021
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ACT Math Success - Leverage Classroom Instruction and Technology
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ACT Math Success - Leverage Classroom Instruction and Technology Video 2
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The Wolf Population Problem
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24Q Quick! Graph y = cot(x)
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24P How to graph y = cot(x)
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26Q Quick! Graph y = csc(x)
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26P How to graph y = csc(x)
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25P How to graph y = sec(x)
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25Q Quick! Graph y = sec(x)
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23Q Quick! Graph y = tan(x)
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23P How to Graph y = tan(x)
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21CD Quick! Graph y = 5/2cos(pi/3 x + pi) - 1
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22CC Quick! Graph y = 3/2sin(1/3x - pi/2) - 1
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22CB Quick! Graph y = 5/2sin(x) - 2
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21CC Quick! Graph y = 3cos(one-half x plus pi over 3) plus 2
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Google sites bitly how to Tom Reardon
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17 RAD to DEG and DEG to RAD automatic on TI-84
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22KA Quick! Graph y = sin(one half x)
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22CA Quick! Graph y = sin(2x minus pi over 3)
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22HA Quick! Graph y = sin(x plus pi over 3)
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22VB Quick! Graph y = sinx - 3
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22DA Quick! Graph y = five halves sin(x)
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21VA Quick! Graph y = cos(x) + 2
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21KA Quick! Graph y = cos(3x)
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21HB Quick! Graph y = cos(x - pi over 4)
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21DA Quick! Graph y = 3cosx
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Math Fest YSU 2021 Families of Functions 6m 21s
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ACT SAT Math Fest YSU 2021 Problems and Strategies
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22Q Quick! Review how to graph y = sinx 4m 0s
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21Q Quick! Review how to graph y = cosx 3m 52s
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22P How to graph y = sinx 15m 10s
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21P How to graph y = cosx 15m 30s
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00PST How to graph y = m(x - x1) + y1 with transformations
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00CS Graph summary one linear equation 3 ways
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00C5 Quick review how to graph 5 different linear equations - best way
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00MBQ Quick review to graph y = mx + b slope-intercept
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00MBP How to graph y = mx + b slope-intercept
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00PSQ Quick! Review how to graph y - y1 = m(x - x1) point-slope form
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00PSP How to graph y - y1 = m(x - x1) point-slope form
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00YP How to graph y = c
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00M6 Draw Lines with Given Slope
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00M5 Calculate Slope Using a Formula
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00M4 Derive the Slope Formula
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00M3 Calculate Slope from Tables
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00M2 Calculate Slope from Graphs
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00M1 What Slope Means and 4 Flavors of Slope
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00XQ Quick! Review how to graph x = c
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00YQ Quick! Review how to graph y = c
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00XP How to graph x = c
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00Q Quick review to graph Ax + By = C
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00P How to graph Ax + By = C
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Families of Functions Explain How To Use in 5 minutes
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Families of Functions Explain How To Use Free Video Course
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13CC_Quick!_Graph_y =_2f(x_-_3)_-_4
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13CB_Quick!_Graph_y =_-_f(one-third_x)
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13CA_Quick!_Graph_y =_3_f[x]_plus_2
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12CC_Quick!_Graph_y =_-_[three-halves)_[x_-_2]_plus_3
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12CB_Quick!_Graph_y =_-_[one-half_x_]
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12CA_Quick!_Graph_y =_2_[_x_]_plus_1
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11CC_Quick!_Graph_y=_(one-half)_sqrt(64_-_(x_-_1)^2)_plus_2
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11CB_Quick!_Graph_y =_-_sqrt(36_-_(x_plus_2)^2)
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11CA_Quick!_Graph_y =_2_sqrt(25_-_x^2)_-_3
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10CC_Quick!_Graph_y =_-ln(one-half_x)
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10CB_Quick!_Graph_y =_ln(x_plus_1)_plus_2
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10CA_Quick!_Graph_y =_2_ln(x)_-_3
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09CC_y =_(one-half)_e^(x_-_3)_ plus_1
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09CB_y =_e^(2x)_ -_1
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09CA_y =_e^(x_-_2)_ -_4
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08CC_y =_(one-half)^(2x)_ -_7
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08CB_y =_3_-_(one-half)^x
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08CA_y =_(one-half)^(x_-_2)_ plus_1
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07CC_Quick!_Graph_y=_-2^(x_-_2)_ plus_4
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07CB_y =_2^(one-half_x)_ plus_1
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07CA_y =_2^(x_plus_1)_ -_3
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06CC_Quick!_Graph_y =_2_-_cuberoot(x_+_1)
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06CB_Quick!_Graph_y =_-(three-halves)_cuberoot(x)_+_2
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06CA_Quick!_Graph_y =_2_cuberoot(x_-_1)
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05CC_Quick!_Graph_y =_-(one-half)_(x_-_1)^3+2
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05CB_Quick!_Graph_y =_(three-halves)_(x_+_4)^3
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05CA_Quick!_Graph_y =_4_-_x^3
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04CC_Quick!_Graph_y =-1_over_(x_+_4)_-_2
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04CB_Quick!_Graph_y =-6_over_x
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04CA_Quick!_Graph_y =_1_over_(x_-_1)_+_2
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03CC_Quick!_Graph_y =_-(one-half)_sqrt(x_+_6)_+_1
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03CB_Quick!_Graph_y =_sqrt(2x)_-_4
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03CA_Quick!_Graph_y =_2_sqrt(x)_+_3
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02CC_y =_abs(one-half_x_+_3)_-_4
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02CB_Quick!_Graph_y =_-abs(x_-_5)_+_1
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02CA_Quick!_Graph_y =_(one-half)_abs(x)_+_3
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01CC_Quick!_Graph_y =_-(one-half)_(x_-_3)^2_+_4
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01CB_Quick!_Graph_y =_-(x_+_4)^2_+_1
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01CA_Quick!_Graph_01CA_y =_2x^2_-_3
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02DB_Quick!_Graph_y_=_3_abs(x)
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13DB_Quick!_Graph_y_=_(one-third)_f(x)
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12DB_Quick!_Graph_y_=_(one-half)_[x]
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11DB_Quick!_Graph_y_=_(one-third)_sqrt(81-x^2)
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10DB_Quick!_Graph_y_=_(one-third)_ln(x)
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09DB_Quick!_Graph_y_=_(one-half)_times_e^x
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08DB_Quick!_Graph_y_=_(one-fourth)_times_(one-half)^x
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07DB_Quick!_Graph_y_=_(one-third)_times_2^x
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06DB_Quick!_Graph_y_=_(one-third)_cuberoot(x)
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05DB_Quick!_Graph_y_=_2_x^3
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04DB_Quick!_Graph_y_=_1_over_(2x)
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03DB_Quick!_Graph_y_=_(one-half)_sqrt(x)
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02DA_Quick!_Graph_y_=_(one-half)_abs(x)
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01DB_Quick!_Graph_y_=_(one-half)_x^2
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10DA_Quick!_Graph_y_=_3ln(x)
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09DA_Quick!_Graph_y_=_2_times_e^x
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07DA_Quick!_Graph_y_=_2_times_2^x
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06DA_Quick!_Graph_y_=_2_cuberoot(x)
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05DA_Quick!_Graph_y_=_(one-half)_x^3
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04DA Quick! Graph y = 3 over x
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C01A y = 2x^2 - 3
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10KB_Quick!_Graph_y_=_ln(one-half_x)
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07KA Quick! Graph y = 2^3x
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01HB_Quick!_Graph_y_=_(x_plus_6)^2
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01HA_Quick!_Graph_y_=_(x-5)^2
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12Q Quick! Graph y = [ x ]
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11Q Quick! Graph y = sqrt(36 - x^2)
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10Q Quick! Graph y = ln(x)
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09Q Quick! Graph y = e^x
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08Q Quick! Graph y = (one-half)^x
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07Q Quick! Graph y = 2^x
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06Q Quick! Graph y = cuberoot(x)
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05Q Quick! Graph y = x^3
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04Q Quick! Graph y = 1 over x
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03Q Quick! Graph y = sqrt(x)
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02Q Quick! Graph y = abs(x)
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01Q Quick! Graph y = x^2
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10VB_Quick!_Graph_y=ln(x)_plus_2
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10VA_Quick!_Graph_y=ln(x)_-_4
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09VB_Quick!_Graph_y=e_to_the_x_-_3
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09VA_Quick!_Graph_y=e_to_the_x_plus_1
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10HB_Quick!_Graph_y_=_ln(x_plus_4)
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10HA_Quick!_Graph_y_=_ln(x_-_3)
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09HB_Quick!_Graph_y_=_e^(x_plus_5)
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09HA_Quick!_Graph_y_=_e^(x_-_1)
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10S Quick! Graph y = -ln(x)
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09S Quick! Graph y = -e^x
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S00 How to Graph the Opposite of Parent Functions
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13S Quick! Graph y = -f(x)
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12S Quick! Graph y = - [ x ]
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11S Quick! Graph y = -sqrt(49-x^2)
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08S Quick! Graph y = -(one-half)^x
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07S Quick! Graph y = -2^x
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06S Quick! Graph y = -cuberoot(x)
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05S Quick! Graph y = - x^3
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04S Quick! Graph y = -1 over x
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03S Quick! Graph y = -sqrt(x)
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02S Quick! Graph y = -abs(x)
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01S Quick! Graph y = - x^2
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13KB_Quick!_Graph_y_=_f(one-half_x)
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![13CA_Quick!_Graph_y =_3_f[x]_plus_2](https://img.save4k.ru/pic/zmX6XC5iuQU/mqdefault.jpg)
![12CC_Quick!_Graph_y =_-_[three-halves)_[x_-_2]_plus_3](https://img.save4k.ru/pic/2GJU3DfJIDs/mqdefault.jpg)
![12CB_Quick!_Graph_y =_-_[one-half_x_]](https://img.save4k.ru/pic/tD8SZ1ZIhKw/mqdefault.jpg)
![12CA_Quick!_Graph_y =_2_[_x_]_plus_1](https://img.save4k.ru/pic/TkFry4BHMQ8/mqdefault.jpg)
![12DB_Quick!_Graph_y_=_(one-half)_[x]](https://img.save4k.ru/pic/PXrA-VslS-c/mqdefault.jpg)
![12Q Quick! Graph y = [ x ]](https://img.save4k.ru/pic/Tg14kJiuEqA/mqdefault.jpg)
![12S Quick! Graph y = - [ x ]](https://img.save4k.ru/pic/e4YOr7xVLZI/mqdefault.jpg)
