This course covers the learning outcomes and goals of understanding differential equations, specifically separable equations. Students will learn to solve separable differential equations, apply separable differential equations to real-world problems such as mixing problems, and work with exponential functions derived from differential equations. The course teaches skills such as factor by grouping, setting up mixing problems, and solving separable differential equations with initial conditions. The teaching method involves solving various examples and problems related to separable equations. This course is intended for individuals interested in advancing their knowledge of calculus and differential equations.
Stewart Calculus Solution - Differential Equation, Separable Equations
Overview
Syllabus
Exponential Function from Differential Equation.
Separable differential equation.
Separable differential equation, ex2.
Separable differential equation, (y+sin(y)) y'=x+x^3.
Separable differential equation, factor by grouping.
Separable differential equation with initial condition.
Q158, dP/dt=sqrt(Pt).
Q169, dP/dt=k(M-P).
integral of 1/((a-x)(b-x)).
Stewart Calculus, Sect 9 3 #40a.
Mixing Problem, differential equation, Sect 9 3 #45 Set up.
Stewart Calculus, Sect 9 3 #45 Solve.
mixing problem, CSTR, differential equation application.
Taught by
blackpenredpen
