Differentiate w.r.t x
y = ln (x^3 - sin x )
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Answered by
4
hi friend,
=>y =In (x³-sinx)
=>dy/dx = 1/x³-sinx. (d(x³-sinx)/dx)
=>dy/dx= 3x²-cosx/x³-sinx
I hope this will help u :)
=>y =In (x³-sinx)
=>dy/dx = 1/x³-sinx. (d(x³-sinx)/dx)
=>dy/dx= 3x²-cosx/x³-sinx
I hope this will help u :)
Answered by
6
we know that :-
d(lnx)/dx = 1/x
so using this rule and chain rule we can solve this ..
se attached file
___________________________________
hope it will help u
d(lnx)/dx = 1/x
so using this rule and chain rule we can solve this ..
se attached file
___________________________________
hope it will help u
Attachments:
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