Question

if y= sec^2x

find dy/dx

Answer 1

Answer:

Explanation:

if y= sec^2x

dy/dx=d/dxsec^2x

sec^2.Tanx . dx/dx

sec^2x.Tan^2x

Answer 2

Answer:

Heya.......... ❤❤❤❤

Here's ur answer :

»» y = sec^2x

=> y = sec^2x

Differentiate w. r. to x

.°. dy/dx = d(sec^2x)/dx

»» dy/dx = d(secx)^2/dx

»» dy/dx = 2 secx*(secx * tanx)

»» dy/dx = 2 (secx)^2 *(tanx) ,,

✨❤Hope it helps❤✨