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2 votes
Find m2V.

S
T
(9x – 19)°
U
111°
((7x + 3)
X
(5x + 8)
128°
W

Find m2V. S T (9x – 19)° U 111° ((7x + 3) X (5x + 8) 128° W-example-1
User Mccandar
by
5.3k points

2 Answers

2 votes

Final answer:

This question pertains to a high school-level physics problem focused on using conservation of momentum and trigonometry to calculate the velocity of an object after a collision.

Step-by-step explanation:

The student appears to be solving a physics problem involving conservation of momentum and the use of trigonometric functions to find a velocity after a collision (v'2). Specifically, they are dealing with a scatter problem where one object is deflected at a certain angle, described by θ2, which has been calculated to be 312° or about 312 degrees. This angle is in the fourth quadrant, indicating a rightward deflection from the positive x-axis. To find v'2, the student can use the conservation of momentum equations for the system along the y-axis. Applying the conservation of momentum along with trigonometric identities, one might set up equations for the momentum along the y-axis before and after the collision (m1 sin θ1 and m2 sin θ2 respectively) and solve for the unknown velocity.

User Damingzi
by
5.9k points
1 vote

Answer:

103

Step-by-step explanation:

6 sides

(6-2)180 =720

720 = S×T+U+V+W+X

S=90

720 = 90 + (9X-19) + (111) + (5X+8) + (128) + (7X+3)

COMBINE LIKE TERMS

720= (90-19+111+8+128+3) + (9X+5X+7X)

720 = 321 + 21X

720-321 = 321-321 + 21X

399 = 21X

19 = X

mV = 5X + 8

mV = 5(19) + 8

mV = 95 + 8

mV = 103

User Omkar Amberkar
by
5.4k points