
Grade 11Differential Calculus
Q. (a) Differentiate w.r.t x:
(i) cos-1(ex)
(ii) log7(log x)
(b) Differentiate cos x w.r.t. ex.
(i) cos-1(ex)
(ii) log7(log x)
(b) Differentiate cos x w.r.t. ex.
(c)(Refer to the picture below.)![src=data:image/png;base64,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]()

Last Activity: 3 Years ago

Last Activity: 4 Years ago

Last Activity: 4 Years ago

Last Activity: 4 Years ago

Last Activity: 4 Years ago