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Answer :
Final answer:
The speed of a greyhound that runs 3.85 mi/h faster than a whippet with a speed of 35.5 mi/h is calculated to be 39.35 mi/h, which is option b.
Explanation:
The question asks us to determine the speed at which a greyhound can run if it is 3.85 mi/h faster than a whippet that runs at 35.5 mi/h. To calculate the speed of the greyhound, we simply need to add 3.85 mi/h to the speed of the whippet.
Speed of whippet = 35.5 mi/h
Speed of greyhound = Speed of whippet + 3.85 mi/h
Speed of greyhound = 35.5 mi/h + 3.85 mi/h
Speed of greyhound = 39.35 mi/h
Therefore, the speed at which a greyhound can run is 39.35 mi/h, which corresponds to option b.
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