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3.2 Differentiate 3.2.1 y= x¹ tan 3x. 3.2.2_y=ln(2x²+1). e +1 3.2.3 y=- -1 the following with respect to X: Simplify your answer.

3.2 Differentiate 3.2.1 y= x¹ tan 3x. 3.2.2_y=ln(2x²+1). e +1 3.2.3 y=- -1 the following with respect to X: Simplify your answer.

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter4: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 14CC
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3.2 Differentiate the following with respect to X: 3.2.1 y= x¹ tan 3x. 3.2.2_y=ln(2x²+1). et +1 3.2.3 y= Simplify your answer. e 1 The period T of a simple pendulum of length I is given by T = 2π 8 dT where g is a constant called the acceleration due to gravity. Find dl 3.4 Find the turning points of the function y=x-8x² +16 and determine their nature. 3.3
Transcribed Image Text:3.2 Differentiate the following with respect to X: 3.2.1 y= x¹ tan 3x. 3.2.2_y=ln(2x²+1). et +1 3.2.3 y= Simplify your answer. e 1 The period T of a simple pendulum of length I is given by T = 2π 8 dT where g is a constant called the acceleration due to gravity. Find dl 3.4 Find the turning points of the function y=x-8x² +16 and determine their nature. 3.3
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