Which of the following represents the operation of 10 raised to the third power?

When determining the value of 10 raised to the third power, you're looking to calculate (10^3), which means multiplying 10 by itself three times:

[

10 \times 10 \times 10 = 100 \times 10 = 1,000.

]

Thus, the correct representation of 10 raised to the third power is indeed 1,000. This exponentiation operation demonstrates how powers work, showing that raising a number to a specific exponent results in that number being multiplied together as many times as the exponent indicates. In this case, since the exponent is three, it results in the number being multiplied three times.

The other values provided do not represent this operation correctly. For instance, 100 is (10^2) or 10 multiplied by itself twice, while 10 is simply the base number itself ((10^1)), and 1 represents (10^0). Understanding how powers are calculated is essential in aviation maintenance math, as it relates to calculations involving dimensions, weight, and other crucial conversions.