how do you differentiate this problem?

Question

how do you differentiate this problem????

g(x)= cos x^2 x + sin x^2 x+sin x

Answer 1

g(x)/dx = ((-2x sinx cosx+ cos x^2 )+2 cosx sinx+cosx)dx
if the power of 2 is on the cos or sin.

please state the problem using correct parenthesis notation

Answer 2

is that cos(x^2)x+sin(x^2)x+sin(x)?

if so you just need to use a combination of the product rule and the chain rule.

Answer 3

no ought to do it right away. Simplify earlier differentiating. y = ln( e^(-x) + x e^(-x) ) y = ln ( e^(-x) ( a million + x ) ) Separate employing a log sources, y = ln(e^(-x)) + ln(a million + x) Simplifying employing a log sources, y = (-x) ln(e) + ln(a million + x) ln(e) = a million, y = (-x)(a million) + ln(a million + x) y = -x + ln(a million + x) lots lots less complicated to tell apart this. dy/dx = -a million + a million/(a million + x) dy/dx = [ (-a million)(a million + x) + a million ] / [ a million + x ] dy/dx = [ -a million - x + a million ] / [ a million + x ] dy/dx = -x/(a million + x)