Do it only if you are sure and don't copy from other sites I have subscription for all and I know everything so do urself Question 1The left half of the surface of the smooth ramp shown in Fig. I is anarc of a circle of radius 10 m, while the right half is defined by theparabolic curve . The two parts transition into each other smoothly atthe origin of the coordinate axes. Block A is allowed to slide downfrom rest at the top as shown in Fig. 1. It then moves down along thecircular arc and collides against block B which is initially at rest atthe origin as shown. The mass of block A, M,= 3kg and that of blockB, Mg = 1kg. The coefficient of restitution for the impact betweenthe two blocks is e = 0.85. After the collision, bock B moves upwardsalong the parabolic ramp surface. Calculate the normal reaction fromthe ramp surface on block B, when it reaches to a point where the x-coordinate, x = 5 m. Also calculate the maximum height above the x-axis to which the block A will raise after the collision. Neglect thedimensionsoftheblocks.Y (m)10y =r = 10mX (m)Fig. 1A

mA=3kgmB=1kgRamp is smooth so energy conservaton can be used to find velocity of block A at…

The left half of the surface of the smooth ramp shown in arc of a circle of radius 10 m, while the right half is de parabolic curve. The two parts transition into each other he origin of the coordinate axes. Block A is allowed to rom rest at the top as shown in Fig. 1. It then moves dov circular are and collides against block B which is initial he origin as shown. The mass of block A, M,= 3kg and t Th

The left half of the surface of the smooth ramp shown in arc of a circle of radius 10 m, while the right half is de parabolic curve. The two parts transition into each other he origin of the coordinate axes. Block A is allowed to rom rest at the top as shown in Fig. 1. It then moves dov circular are and collides against block B which is initial he origin as shown. The mass of block A, M,= 3kg and t Th

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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