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An airplane must reach a speed of 88 m/s in order to gain enough lift force need to take off and fly through the air. If it takes a plane 19.7 seconds to reach take-off speed, then what is the plane's acceleration (in m/s2). Express your answer to the nearest 2 decimals.

Respuesta :

The plane's acceleration that reached a speed of 88 m/s in order to gain enough lift force need to take off and fly through the air is 4.47m/s².

How to calculate acceleration?

The acceleration of a moving body can be calculated by using the following formula;

a = (v - u)/t

Where;

  • a = acceleration
  • v - u = change in velocity
  • t = time in seconds

According to this question, an airplane must reach a speed of 88 m/s in order to gain enough lift force need to take off and fly through the air. The acceleration can be calculated as follows:

a = 88m/s ÷ 19.7s

a = 4.47m/s²

Therefore, the plane's acceleration that reached a speed of 88 m/s in order to gain enough lift force need to take off and fly through the air is 4.47m/s².

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