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That conundrum can be addressed in at least two different ways:

1). Because in going from the first problem to the second one, you've multiplied

the first factor by 10, and divided the second factor by 10, and the combined effect

on the answer of both of those changes is none.

2). For much the same reason that (2 x 144) and (18 x 16) and (24 x 12) all have

the same product ... there's no reason to expect that just because you changed

the factors, the product must change.

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Q: Why do 0.03 x 0.03 and 0.3 x 0.003 have the same product?
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