Question

find the value of i power i

Answer 1

u need to give the integral value of i.
then only it'll be possible to find the value of i^i

Answer 2

Best Answer
one of the most famous relations in math is e^(pi*i)=-1

i=sqrt(-1)
i=e^(pi*i/2) (divide exponent by 2 gives the square root).
i^i=e^(-pi/2) (multipling the exponent by i raises to the power of i .and i*i=-1. So this exponent is pi*(-1)/2 )
e^(-pi/2)=0.2079

There are actually an infinitude of values. This would be the principal one, and if the problem asks for one, this is it.


Hope it helps .....!!