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A student throws a paper airplane horizontally from on top of a building as shown. The plane remains in the air for 4s. Round all values to nearest whole number, if necessary. 11m/s Jaxl = unit |ayl = unit |vyl unit unit unit 1 4.

A student throws a paper airplane horizontally from on top of a building as shown. The plane remains in the air for 4s. Round all values to nearest whole number, if necessary. 11m/s Jaxl = unit |ayl = unit |vyl unit unit unit 1 4.

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A student throws a paper airplane horizontally from on top of a building as shown. The plane remains in the air for 4s. Round all values to nearest whole number, if necessary. 11m/s Jax = unit |ayl = unit |Vyl unit unit unit 2 4
Transcribed Image Text:A student throws a paper airplane horizontally from on top of a building as shown. The plane remains in the air for 4s. Round all values to nearest whole number, if necessary. 11m/s Jax = unit |ayl = unit |Vyl unit unit unit 2 4
Expert Solution
Step 1

Given Data

  • The intiial velocity along x-axis is :vx=11 m/s
  • The plane remain time is:t=4 s

To find:

  • The horizontal accleration
  • The vertical acceleration.
  • The horizontal and vertical speed at diffrent time.

Formula used:

Here we use the equation of motion for calculating the speeds,

v=u+at

Here v is the final speed

u is the intiial speed 

a is the acceleration

t is the time.

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