Final answer:
The question deals with computing operations with significant figures and understanding the number of possible outcomes in probability, where '52 to the power of 5' calculates the total possible outcomes as 528.
Step-by-step explanation:
The question seems to be about handling significant figures in mathematical operations and the concept of the number of possible outcomes in probability (as indicated by the reference to '52 to the power of 5'). In calculating with significant figures, numbers should be rounded to reflect the precision of the input values. The expression '52 to the power of 5' involves exponentiation in the context of probability.
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- 56.0 + 3.44 = 59.44 (rounded to 59.4)
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- 0.00665 + 1.004 = 1.01065 (rounded to 1.011)
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- 45.99 - 32.8 = 13.19 (rounded to 13.2)
Computation with exponents, such as '52 to the power of 5', is often encountered in problems about probability and statistics, where this specific operation would result in 528.