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Darrell finished running a 400m race in 44.7 seconds. Zack ran the same 400m race 5.3 seconds faster. How fast did Zack run the race?

A. 39.4 seconds
B. 49.4 seconds
C. 42.7 seconds
D. 44.0 seconds

Answer :

Final answer:

The answer involves simple addition. Convert the given time difference 5 3/10 seconds to a decimal (5.3 seconds) and add it to Darrell's time of 44.7 seconds. This results in 50 seconds for Zack's time, which unfortunately doesn't match any of the provided options.

Explanation:

The subject of this question is Mathematics, specifically a type of problem solving within the topic of speed, distance, and time. This is a standard arithmetic problem. Darrell completed a 400m race in 44.7 seconds, and Zack ran the same race but finished 5 3/10 seconds faster. To determine how fast Zack ran the race, we need to add Darrell's time and the time difference.

First, convert the mixed number 5 3/10 to a decimal, which results in 5.3 seconds. Then add this to Darrell's time of 44.7 seconds:

44.7 seconds (Darrell's time) + 5.3 seconds (time difference) = 50 seconds.

However, this seems to not match any of the provided options (a) 39.4 seconds (b) 49.4 seconds (c) 42.7 seconds (d) 44.0 seconds. There may be a mistake in the question as Zack, who ran slower than Darrell, can't have a time less than 44.7 seconds.

Learn more about Speed, distance, time problem here:

https://brainly.com/question/14692915

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