[" If "y=2sin(wx+varphi)" where "w" and "varphi" are "],[" constants then "(dy)/(dx)" is : - "]

If x=a sin y (where a= constant) then (dy)/(dx) is

Y=5sin(3 omega t+phi) where omega and phi are constant.Finf (dy)/(dx)

If y=2sin(omegat+phi) where omega and phi constants then (dy)/(dt) will be

If y=2sin(omegat+phi) where omega and phi constants then (dy)/(dt) will be

If y = sin (x + a ) / cos x , where, 'a' is a constant, then find dy/dx .

varphi ^2=0 represents

If f(x)=|x-a|varphi(x) , where \ varphi(x) is continuous function, then f'(a^+)=varphi(a) (b) f^(prime)(a^-)=-varphi(a) (c) f^(prime)(a^+)=f'(a^-) (d) none of these