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help us with the analysis please and also if you could check the calculation if we did it right. thank you so much

Analysis 1. For part A (steel projectile), compute the total kinetic energy before and immediately after impact (show your wo
Part A: Ballistic Pendulum Theory Conservation of momentum m vo = (m + M) Vc • Conservation of energy 72(m + M) v2 = (m +M)gh
Part D: Launch Angle Theory Range equation: R = V012 sin ( 20 )/g Solve for the launch velocity Von given the range R and ang
1 Ve= V2gh V= Ballistics Lab Worksheet Part A (Ballistic Pendulum, Steel Only) m=65.889 M-306.029 L = 0.295m Trial 1 Trail 2
4 Part A, B, C Summary 10 Part A 6.0137 Part A 6.0137 Part B 1.7843 Steel Sphere Part B 1.7843 Part C 4.306 Part C 4.306 Plas

they are in meters and seconds
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Answer #1


Part - A (Ballistic Pendulean, Steal only) Using Conservation of momentum mve (Mt MVC mvo imtm using, Conservation of energy-

(m + y) Ves 6.0117 miec [vo = 6. 0117 m/sec from Part A Vc=1.06494 m/sec Vo = 6.0117 in /sec

KER Imu? + IM col (65.88 x 6 3 (6.0117) 2 KEi 1. 190 47 J KER 2 m + M) V? IX (0.3719) (606494)2 2 0.210885 J KER Percontage L

Pasto we know u² sinao for maximum. Range do uz g (2005 20) Cos 20 20 2 Tu

Launching anglo for marimum Range O=1/4 be This thing is easily geen by given data. providod Jada Range is maximally than oth

I want to say that may be there is some mistake in your part B velocity calculation, please check it again.

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