a x = b x ? a^x=b^x?

Algebra Level 2

Let a a and b b be two distinct nonzero real numbers such that a x = b x a^x=b^x .

Is there any real number x x satisfying this condition?

Yes No

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1 solution

a 0 = b 0 = 1 a^0=b^0=1 , where ( a b , a 0 , b 0 ) (a \not= b, a \not=0, b \not=0) satisfies the above condition

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