What is the stated exponent of the meter?

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Multiple Choice

What is the stated exponent of the meter?

Explanation:
The stated exponent refers to the power of ten associated with SI prefixes. The meter is the base unit for length and has no prefix, so it equals 1 × 10^0 meters. Therefore, the exponent is 0. If you see other prefixes, they change the exponent: for example, 1 kilometer is 10^3 meters, and 1 millimeter is 10^-3 meters. Note that in dimensional analysis the meter also contributes a length dimension with exponent 1, but the exponent discussed here is about the prefix factor, not the dimension.

The stated exponent refers to the power of ten associated with SI prefixes. The meter is the base unit for length and has no prefix, so it equals 1 × 10^0 meters. Therefore, the exponent is 0.

If you see other prefixes, they change the exponent: for example, 1 kilometer is 10^3 meters, and 1 millimeter is 10^-3 meters. Note that in dimensional analysis the meter also contributes a length dimension with exponent 1, but the exponent discussed here is about the prefix factor, not the dimension.

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