differentiate sin cube x with respect to cos cube x
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Hey!!!
Here is your answer_____________
let u = sin^3 and v = cos^3
differentiate u and v with respect to x,
we get,
du/dv = (3sin^2) * d/dx(sinx)
=(3sin^2)(cosx) --------(1)
and
dv/dx = (3cos^2)*d/dx(cosx)
=(3cos^2)(-sinx) ---------(2)
since given differentiate sin^3 with respect to cos^3
therefore divide equation (1) by (2)
we get,
du/dv = [(3sin^2)(cosx)]/[-(3cos^2)(sinx)
= -tan^2*cotx
___________________________
HOPE THIS ANSWER WILL HELP U......
Here is your answer_____________
let u = sin^3 and v = cos^3
differentiate u and v with respect to x,
we get,
du/dv = (3sin^2) * d/dx(sinx)
=(3sin^2)(cosx) --------(1)
and
dv/dx = (3cos^2)*d/dx(cosx)
=(3cos^2)(-sinx) ---------(2)
since given differentiate sin^3 with respect to cos^3
therefore divide equation (1) by (2)
we get,
du/dv = [(3sin^2)(cosx)]/[-(3cos^2)(sinx)
= -tan^2*cotx
___________________________
HOPE THIS ANSWER WILL HELP U......
Answered by
1
Coconeha09 has given the correct answer...
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