Part A: For this time interval, find the X component of the plane's average acceleration. Express your answer in kilometers per hour per second. Part B: For this time interval, find the y component of the plane's average acceleration. Express your answer in kilometers per hour per second. Part C: For this time interval, find the magnitude of its average acceleration. Express your answer in kilometers per hour per second to two significant figures. Part D: For this time interval, find the direction of its average acceleration. Express your answer in degrees.

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Please answer all parts of question 1. Data is given in picture 1. Thank you in advanced!
At an air show, a jet plane has velocity components
645 km/h and v, = 415 km/h at time
4.65 s and v = 898 km/h and vy = 365 km/h
at time 6.92 s.
%3D
Transcribed Image Text:At an air show, a jet plane has velocity components 645 km/h and v, = 415 km/h at time 4.65 s and v = 898 km/h and vy = 365 km/h at time 6.92 s. %3D
Part A:
For this time interval, find the X component of the plane's average acceleration.
Express your answer in kilometers per hour per second.
Part B:
For this time interval, find the y component of the plane's average acceleration.
Express your answer in kilometers per hour per second.
Part C:
For this time interval, find the magnitude of its average acceleration.
Express your answer in kilometers per hour per second to two significant figures.
Part D:
For this time interval, find the direction of its average acceleration.
Express your answer in degrees.
Transcribed Image Text:Part A: For this time interval, find the X component of the plane's average acceleration. Express your answer in kilometers per hour per second. Part B: For this time interval, find the y component of the plane's average acceleration. Express your answer in kilometers per hour per second. Part C: For this time interval, find the magnitude of its average acceleration. Express your answer in kilometers per hour per second to two significant figures. Part D: For this time interval, find the direction of its average acceleration. Express your answer in degrees.
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