Question 1: Differentiate the following w.r.t. x: e^x/ sinx
Class 12 - Math - Continuity and Differentiability
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Hiiii....
Again here is the answer.....
Again here is the answer.....
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Differentiating using division rule
let y = e^x/ sinx
dy/dx = [sinx{d/dx(e^x)} - e^x{d/dx(sinx)]/(sinx)²
dy/dx = (sinxe^x - e^xcosx)/(sinx)²
= e^x(sinx-cosx)/(sinx)²
let y = e^x/ sinx
dy/dx = [sinx{d/dx(e^x)} - e^x{d/dx(sinx)]/(sinx)²
dy/dx = (sinxe^x - e^xcosx)/(sinx)²
= e^x(sinx-cosx)/(sinx)²
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