Q: What is the smallest power of 10 that would exceed 999999999991?

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10^3

Depends on what you are rounding to.... The nearest 10 it would be 9995 for the smallest and 10004 for the largest. The nearest 100 it would be 9950 for the smallest and 10049 for the largest. The nearest 1000 it would be 9500 for the smallest and 10499 for the largest.

That would be a nanometer.

The four smallest three digit number(s) I believe you meant would be 100 as the smallest, than 101, than 102, than 103, lastly 104. It keeps on going but if you really meant the smallest of the smallest it would be first 100 than 100.00000000000000000000000000001 It would have maybe unlimited zeros until it reached one, which is impossible which is why it would be the order I have first listed.

If you allow non integers, then your smallest four-digit number would be .0001. If you only allow integers, then your smallest four-digit number would be 1000. Your largest four-digit number would be 9999.

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the answer would be false