Match the following
FunctionsDerivatives(a)xn1)1x(logae)(b)ex2)1x,x>0(c)ax3)nxn−1,n is a constant(d)logex4)axlogea,a>0(e)logax5)ex
a – 3, b – 5, c – 4, d – 2, e – 1
These all are standard functions mentioned in the videos, where their derivatives were directly mentioned. In case you cannot recall a couple of them, you can use derivatives by first principle to evaluate them.
So the correct derivatives are as follows:
xn→nxn−1,n is a constantex→exax→axlogea,a>0logex→1x,x>0logax→1x(logae)