Is it always true that if $\large x^a=x^b$

for integers $x,a,b$ and $x \ne 0$ , then $a=b$ ?

Can't Be Determined
No
Yes

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For $x =1$ and $a =1$ and $b = 0$

$1^1 = 1^0$

SInce $a \ne b,$ the answer is $\boxed{\text{no}}$