SOLUTION: What is the least integer power of 12 that is divisible by 18 to the power of 180

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Question 947721: What is the least integer power of 12 that is divisible by 18 to the power of 180
Answer by MathLover1(20850) About Me  (Show Source):
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the least integer x power of 12 that is divisible by 18 to the power of 180 is
x%5E12%2F18%5E180=0 this will be equal to 0 if and only if x%5E12=0
so, x+=+0