Question

Solution

Correct option is

            

Differentiating with respect to x:  

          

SIMILAR QUESTIONS

Q1

Differentiate x2 tan x wrt x from first principles.

Q2
Q3

Find dy/dx for the functions. 

       

Q4

Find the expression for dy/dx for the following implicit function. 

          x3 + y3 – 3xy = 1.

Q5

Find dy/dx if  

          

Q6

Find dy/dx if

          

Q7

Find dy/dx if

            

 

Q8

Find dy/dx if 

          

Q9
Q10

If x = at3y = bt2 (t a parameter), find: