Question

find derivative of y=sinx+3​

Answer 1

Answer:

y =sinx+3

thus

dy/dx=cosx +0

=cosx

hope answered

Answer 2

Answer:

cos x

Step-by-step explanation:

y=sinx+3

differntiating by dx

dy/dx=d/dx(sinx)+d/dx(3)

       = cos x+o

      =cos x                           (since differential of sinx=cosx

                                                         diffrential of a constant=0)

hope it helps