   Chapter 6, Problem 5RE

Chapter
Section
Textbook Problem

Finding a General Solution In Exercises 3–8, use integration to find a general solution of the differential equation. d y d x = cos 2 x

To determine

To calculate: General Solution of differential equation dydx=cos2x.

Explanation

Given:

Differential equation: dydx=cos2x

Formula used:

Integration of cosx is given by:

cosnx=sinnxn+C

Calculation:

Given differential equation can be written as

dy=(cos2x)</

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