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The four numbers are 94, 95, 96, 97.

The geometric mean of four consecutive (whole) numbers is going to be in the middle of the four (quite close to their arithmetic mean which is half way between the middle two numbers).

The geometric mean of n numbers is the nth root of the numbers multiplied together.

Here there are 4 (consecutive whole) numbers multiplied together to give 83156160, so the geometric mean of them will be the 4th root of 83156160 which will be in the middle of them.

4√83156160 ≈ 95.5

So the 4 numbers are 94, 95, 96, 97.

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Q: How do you find 4 consecutive numbers that have the product of 83156160?
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