Determine if the statement is true. If it is false, explain why and correct it. For each
Chapter 2, Problem 74(choose chapter or problem)
Determine if the statement is true. If it is false, explain why and correct it. For each statement, assume y is a function of x.
(a) \(\frac{d}{dx}\cos(x^2)=-2x\sin (x^2)\) (b) \(\frac{d}{dy}\cos(y^2)=2y \sin(y^2)\)
(c) \(\frac{d}{dx}\cos(y^2)=-2y\sin(y^2)\)
Text Transcription:
d/dx cos (x^2) = -2x sin (x^2)
d/dy cos (y^2) = 2y sin (y^2)
d/dx cos (y^2) = -2y sin (y^2)
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