a woman walks 250m in the direction 35 east of north. then 170m directly east. using graphical methods, find her final displacement from the starting point. compare the magnitude of her displacement with the distance she walked.

Question

Ashutosh Mohan Sharma · Answer

north displacement = 250 cos 30 = 216.5 east displacement = 250 sin 30 + 175 = 300 displacement = sqrt (north^2+east^2) = 370 m total distance = 250+175 = 425

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a woman walks 250m in the direction 35 east of north. then 170m directly east. using graphical methods, find her final displacement from the starting point. compare the magnitude of her displacement with the distance she walked.

a woman walks 250m in the direction 35 east of north. then 170m directly east. using graphical methods, find her final displacement from the starting point. compare the magnitude of her displacement with the distance she walked.

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a woman walks 250m in the direction 35 east of north. then 170m directly east. using graphical methods, find her final displacement from the starting point. compare the magnitude of her displacement with the distance she walked.

a woman walks 250m in the direction 35 east of north. then 170m directly east. using graphical methods, find her final displacement from the starting point. compare the magnitude of her displacement with the distance she walked.

1 Answers

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Other Related Questions on Mechanics

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