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How do the number of zeros relates to the powers of ten? - Answers

The number of zeros in a number is directly related to the powers of ten. For every increase of one in the exponent of ten, the number of zeros in the corresponding number increases by one. For example, (10^2) equals 100, which has two zeros, and (10^3) equals 1,000, which has three zeros. Thus, (10^n) has (n) zeros.



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How do the number of zeros relates to the powers of ten? - Answers

https://math.answers.com/math-and-arithmetic/How_do_the_number_of_zeros_relates_to_the_powers_of_ten

The number of zeros in a number is directly related to the powers of ten. For every increase of one in the exponent of ten, the number of zeros in the corresponding number increases by one. For example, (10^2) equals 100, which has two zeros, and (10^3) equals 1,000, which has three zeros. Thus, (10^n) has (n) zeros.



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https://math.answers.com/math-and-arithmetic/How_do_the_number_of_zeros_relates_to_the_powers_of_ten

How do the number of zeros relates to the powers of ten? - Answers

The number of zeros in a number is directly related to the powers of ten. For every increase of one in the exponent of ten, the number of zeros in the corresponding number increases by one. For example, (10^2) equals 100, which has two zeros, and (10^3) equals 1,000, which has three zeros. Thus, (10^n) has (n) zeros.

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      The number of zeros in a number is directly related to the powers of ten. For every increase of one in the exponent of ten, the number of zeros in the corresponding number increases by one. For example, (10^2) equals 100, which has two zeros, and (10^3) equals 1,000, which has three zeros. Thus, (10^n) has (n) zeros.

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