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An airplane has a climb rate of 3,500 feet per minute.

How high will it climb in 100 seconds?

A. 6,830 feet
B. 5,833 feet
C. 3,800 feet
D. 6,800 feet

Answer :

Final answer:

The airplane with a climb rate of 3,500 feet per minute will climb to a height of 5,833 feet in 100 seconds.

Explanation:

The climb rate of an airplane is given as 3,500 feet per minute. To calculate how high the airplane will climb in 100 seconds, we first convert the climb rate to feet per second by dividing 3,500 by 60, which gives us approximately 58.33 feet per second. We then multiply the climb rate in feet per second by the number of seconds (100) to find the answer.

58.33 feet/second × 100 seconds = 5,833 feet

Therefore, the airplane will climb to a height of 5,833 feet in 100 seconds.

Final answer:

An airplane with a climb rate of 3,500 feet per minute will climb 5,833 feet in 100 seconds.


Explanation:

An airplane with a climb rate of 3,500 feet per minute will climb 5,833 feet in 100 seconds.


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