Home
Class 12
PHYSICS
d/(dx) (Ax + B)^(n)...

`d/(dx) (Ax + B)^(n)`

Text Solution

Verified by Experts

The correct Answer is:
`n(Ax+B)^(n-1).A`

Here `u=Ax+B,(du)/(dx)=A`
`therefore (d)/(dx)(Ax+B)^(n)=n(Ax+B)^(n-1).A`
Promotional Banner

Similar Questions

Explore conceptually related problems

d/(dx) tan (Ax + B) = "sec"^(2) (Ax + B)cdot A

d/(dx) sin (Ax + B) = cos (Ax + B). A

d/(dx) e^(Ax + B) = e^(Ax + B) cdot A

d/(dx) log(Ax + B) = 1/(Ax + B)cdot A

(d)/(dx)[(ax+b)(cx+d)]=

(d)/(dx)[(ax+b)/(cx+d)]=(N)/((cx+d)^(2))," where "N=

(d)/(dx){log_(e)(ax)^(x)}

d/(dx)[e^(ax)/(sin(bx+c))]=