Asked by tim
okay i need to find the derivative of
f(x)=cosπ(x^2)
and if you could show steps it would be GREATLY appreciated. thank you so much!
f(x)=cosπ(x^2)
and if you could show steps it would be GREATLY appreciated. thank you so much!
Answers
Answered by
Bosnian
Go on :
calc101 dot com
When page be open click option :
derivatives
When page be open type your function and clik option :
DO IT
You will see solution step-by-step
Remark :
If expresion for f(x) mean :
cos pi* ( x ^ 2 )
type :
cos[pi]*x^2
If expresion for f(x) mean :
cos ( pi * x ^ 2 )
type :
cos[pi*x^2]
calc101 dot com
When page be open click option :
derivatives
When page be open type your function and clik option :
DO IT
You will see solution step-by-step
Remark :
If expresion for f(x) mean :
cos pi* ( x ^ 2 )
type :
cos[pi]*x^2
If expresion for f(x) mean :
cos ( pi * x ^ 2 )
type :
cos[pi*x^2]
Answered by
Reiny
I read that as
y = cos (πx^2)
dy/dx = - sin(πx^2) (2πx)
= -2πx sin(πx^2)
y = cos (πx^2)
dy/dx = - sin(πx^2) (2πx)
= -2πx sin(πx^2)
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