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Physics / University Physics 13 / Chapter 3 / Problem 88CP

University Physics | 13th Edition | ISBN: 9780321675460 | Authors: Hugh D. Young, Roger A. Freedman

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CALC A projectile thrown from a point P moves in such a

Chapter 6, Problem 88CP

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CALC? A projectile thrown from a point P moves in such a way that its distance from P is always increasing. Find the maximum angle above the horizontal with which the projectile could have been thrown. Ignore air resistance.

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QUESTION:

CALC? A projectile thrown from a point P moves in such a way that its distance from P is always increasing. Find the maximum angle above the horizontal with which the projectile could have been thrown. Ignore air resistance.

ANSWER:

Q:CALC: A projectile thrown from a point P moves in such a way that its distance from Pis always increasing. Find the maximum angle above the horizontal with which theprojectile could have been thrown. Ignore air resistance. Step By Step SolutionStep 1 of 5:The displacement from the point of origin of a projectile is given as: ................(1)Here x and y are the horizontal and vertical components of displacement.Here, is the vertical component of initial velocity.

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