For the situation in the figure below, use momentum conservation to determine (a) the magnitude and (b) the direction of the fi velocity of ball 1 after the collision. The angle = 58.0°. 101 = 0.900 m/s m₁ = 0.150 kg ¹02 = 0.540 m/s m₂ = 0.260 kg +y 1419 11x 35.0* 241 ¹2 = 0.700 m/s (a) Top view of two balls colliding on a horizontal surface. (b) This part of the drawing shows the x and y components of the velocity of ball 1 after the collision.

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Chapter1: Units, Trigonometry. And Vectors
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For the situation in the figure below, use momentum conservation to determine (a) the magnitude and (b) the direction of the fi
velocity of ball 1 after the collision. The angle = 58.0°.
¹01 = 0.900 m/s
m₁ = 0.150 kg
¹02 = 0.540 m/s
m₂ = 0.260 kg
+y
Uly
I
I
(b)
(a)
Uf1x
35.0*
F1
0
+x
+x
¹2 = 0.700 m/s
(a) Top view of two balls colliding on a horizontal surface.
(b) This part of the drawing shows the x and y components of the velocity of ball 1 after the collision.
Transcribed Image Text:For the situation in the figure below, use momentum conservation to determine (a) the magnitude and (b) the direction of the fi velocity of ball 1 after the collision. The angle = 58.0°. ¹01 = 0.900 m/s m₁ = 0.150 kg ¹02 = 0.540 m/s m₂ = 0.260 kg +y Uly I I (b) (a) Uf1x 35.0* F1 0 +x +x ¹2 = 0.700 m/s (a) Top view of two balls colliding on a horizontal surface. (b) This part of the drawing shows the x and y components of the velocity of ball 1 after the collision.
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