Question

prove that any number rais power 0 is equall to one1

Answer 1

Suppose a fraction 2/2 . All of us know the answer would be one but according to law of indices when same bases are in division they can be subtracted so , 2 power 1-1 which means 2^0. As I have proved that 2/2 = 1 then 2^0 must also be equal to one .

Hence, proved.

Hope it helps.
please mark my answer as brainliest :-)

Answer 2

Here is your answer,
${x}^{0} = 1$
For eg. x^1 = x
Because power of a number shows that the number should be how many times
as in eg we see that if the power of x is 1 than it is 1 times of x,

Here if the power is zero so it means that zero times x which is only one.

RTP :- X^0 = 1

Proof :-
=> x^0 = 1 × x^0
=> x^0 = 1 × ( nothing to multiply because
if the power is zero then it means x have no any value )
=> x^0 = 1

Hence, Proved

Here we multiply by 1 as we can multiply any number by 1