The table shows the average speeds of two airplanes in miles per hour about how much faster is the foxbat than the hawkeye? show your work. plane hawkeye and foxbat. speed (mph) 375.52. and 1,864.29

Question

Mathematics

Lydia Rosario

31 August, 19:13

The table shows the average speeds of two airplanes in miles per hour about how much faster is the foxbat than the hawkeye? show your work. plane hawkeye and foxbat. speed (mph) 375.52. and 1,864.29

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Answers (1)

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Julian Williams · Answer 1

To compare to values, we simply have to subtract the two to get their difference or estimate how much bigger one thing is from the other. In this case, we have to subtract 375.52 from 1864.29

1864.29 - 375.52 = 1,488.77 mph

Therefore foxbat is 1488.77 mph faster than hawkeye