Q3) A tile Laitially at rest, slides down a roof for a distance of 3.75m before falling off the roof. The height ofthe bulung from ground to cave is 8.40 m. The acceleration of the tile as it slides is 2.10 m/s². (a) Determinethe speed of the tile just as it leaves the roof. (b) Determine the vertical component of the velocity just before itleaves the roof. (c) Determine the horizontal component of the velocity just before it leaves the roof. (4)Determine how long it takes to hit the ground after leaving the roof fej Determine how far from the edge of theroof that the tile lands

Answered: Image /qna-images/answer/81e5f375-5dcf-49e7-9b1d-83b05af79f1b.jpg

Q) A tile atially at rest, slides down a roof for a distance of 3.75m before falling off the roof. The height of the bulung from ground to cave is &.40 m. The acceleration of the tile as it slides is 2.10 m. (a) Determine the speed of the tile just as it leaves the roof. (b) Desermine the vertical component of the velocity just before it leaves the roof. (c) Determine the horizontal component of the velocity just before it leaves the roof. Determine how long it takes to hit the ground after leaving the roof fe) Determine how far from the edge of the roof that the tile lands.

Q) A tile atially at rest, slides down a roof for a distance of 3.75m before falling off the roof. The height of the bulung from ground to cave is &.40 m. The acceleration of the tile as it slides is 2.10 m. (a) Determine the speed of the tile just as it leaves the roof. (b) Desermine the vertical component of the velocity just before it leaves the roof. (c) Determine the horizontal component of the velocity just before it leaves the roof. Determine how long it takes to hit the ground after leaving the roof fe) Determine how far from the edge of the roof that the tile lands.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Q3) A tile Laitially at rest, slides down a roof for a distance of 3.75m before falling off the roof. The height of
the bulung from ground to cave is 8.40 m. The acceleration of the tile as it slides is 2.10 m/s². (a) Determine
the speed of the tile just as it leaves the roof. (b) Determine the vertical component of the velocity just before it
leaves the roof. (c) Determine the horizontal component of the velocity just before it leaves the roof. (4)
Determine how long it takes to hit the ground after leaving the roof fej Determine how far from the edge of the
roof that the tile lands

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