A car moves from the point (3.0 m) xˆ + (5.0 m) yˆ to the point (8.0 m) xˆ - (7.0 m) yˆ in 2.0 s. What is the
direction of the average velocity of the car?
Thank you for the opportunity to help you with your question!
Average velocity= distance/time
Average velocity=[ (8.0 m) xˆ - (7.0 m) yˆ] - [(3.0 m) xˆ + (5.0 m) yˆ]/2
Average velocity= [ (5 m) xˆ- (12 m) yˆ]/2
Average velocity= [ (2.5 m) xˆ- (6 m) yˆ]
what is the final answer?
Average velocity= [ (2.5 m) xˆ- (6 m) yˆ]`this is the final answer with direction of average velocity 2.5 meter on x axis and -6 meter on y axisplease select my bids i will provide u A+ answers
according to the question the answer should be - 67 degrees from the x-axis
This answer that you provide me is wrong :/
what ???is the question u mention was right ?because accourding to question this is the right answer....
A) 67° from the x-axis
B) -67° from the x-axis
C) 33° from the x-axis
D) -33° from the x-axis
This is the question
direction is = tan(y/x)
direction is = tan(6/2.5)
direction is = 67 degreeplease add this in the above answer which i gave....this was missing in the answeri thought that was enough sorry that was due to misunderstanding
No is great thanks a lot :)
welcome dear sorry for the misunderstanding :)
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