The focus of this video is on special cases related to homogeneous differential equations. Following specific cases are covered:

Case 1:
y'=f(eq( line 1)/eq(line 2))=f(ax+by+c/dx+ey+f)
line 1 and line 2 pass through origin.

Case 2:
y'=f(eq( line 1)/eq(line 2))=f(ax+by+c/dx+ey+f)
line 1 and line 2 are parallel.

You can watch the other special case by link below:
[ Ссылка ]

#homogeneous_differential_equations
#linear_differential_equation
#first_order_differential_equation
#separable
#change_of_variable
#examples_of_differential_equation
#Integrating_DE
#Differential_equation_exams
#first_order_differential_equation
#separable_equations
#Integrating_factor
#ODE
#Exact_Differential_Equations
#Practice_problems_DE
#Differential_Equations_Examples
#Differential_Equations_Problems

свернуть