At the instant shown, the velocity and acceleration vectors of the airplane have the following expressions: ✓ = (235î + 332ĵ) ft/s and a V = (−190î + 763) ft/s². Use 7 · w = 7||w| cos 0 to determine the angle Ø, the smaller of the two angles formed by anda. (Round the final answer to four decimal places.) $ The angle Ø is

Elements Of Electromagnetics
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Publisher:Sadiku, Matthew N. O.
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At the instant shown, the velocity and acceleration vectors of the airplane have the following expressions:
(2351 +3323) ft/s and a = (–19
-190î + 763) ft/s²
cos to determine the angle , the smaller of the two angles formed by and a. (Round the final answer
V =
7
r
Use
ω =
to four decimal places.)
The angle is
-X
Transcribed Image Text:At the instant shown, the velocity and acceleration vectors of the airplane have the following expressions: (2351 +3323) ft/s and a = (–19 -190î + 763) ft/s² cos to determine the angle , the smaller of the two angles formed by and a. (Round the final answer V = 7 r Use ω = to four decimal places.) The angle is -X
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