dy.
Ify =* (cos x)* +sin' V, ând )dx
(2020)
Ify=(log x +x*, hen find dy
dx
(2020, Dellhi 2013)
If x-y*= ,findydx (Dellhi 2019)
Ify = (*)st + (cosx)in, then find dy
dx
(AI 2019)
Diferentiate the function (sin x) +sin-x
with respect to x. (Delli 2017)
If+y'= a', then find dy
dx
(AI 2017)
Differentiate xinx + (sinx)oS* with respect
to x. (AI 2016)
- If y=(sinx)" +sin-x, then find dy
dx
(Dellhi 2015C, 2013C)
dy
If "y=(x +y)"*", prove that dx x
(Foreign 2014)
Ify =* (cos x)* +sin' V, ând )dx
(2020)
Ify=(log x +x*, hen find dy
dx
(2020, Dellhi 2013)
If x-y*= ,findydx (Dellhi 2019)
Ify = (*)st + (cosx)in, then find dy
dx
(AI 2019)
Diferentiate the function (sin x) +sin-x
with respect to x. (Delli 2017)
If+y'= a', then find dy
dx
(AI 2017)
Differentiate xinx + (sinx)oS* with respect
to x. (AI 2016)
- If y=(sinx)" +sin-x, then find dy
dx
(Dellhi 2015C, 2013C)
dy
If "y=(x +y)"*", prove that dx x
(Foreign 2014)
