This course teaches the chain rule for derivatives, including applications such as finding the derivative of various functions involving trigonometric, exponential, and algebraic expressions. Students will learn how to apply the chain rule in different scenarios, including using the Chen Lu method. The teaching method involves solving specific problems step by step. This course is intended for learners who want to deepen their understanding of calculus and improve their skills in finding derivatives using the chain rule.
Overview
Syllabus
Chain rule for derivative.
derivative of 1/(z^2+1), chain rule.
derivative of cos(a^3+x^3), chain rule.
derivative of x*e^(-kx), product rule and chain rule.
derivative of ((x^2+1)/(x^2-1))^3.
derivative of sqrt(1+2e^(3x)).
derivative of 5^(-1/x), chain rule.
derivative of r/sqrt(r^2+1).
sect 3.4 #31, derivative of e^(t*sin(2t)).
Sect 3.4 #47, derivative of cot^2(sin(θ)).
derivative of sqrt(5x+1), use the chen lu.
derivative of 4^(c/x), use the chen lu.
derivative of (2x-3)^4*(x^2+x+1)^5, use the chen lu.
derivative of sqrt(x/(x+1)), use the chen lu.
first and second derivative of cos(sin(3x)), use the chen lu.
sect 3.4 #49.
Taught by
blackpenredpen
