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A ballistic missile of mass M and velocity vo = (i + j) breaks into three fragments as the figure shows. After the collision, one of the fragments has a mass of M/2 and a velocity v = i. The other fragments have mass equals m2 = M/3 and m3 = M/6. The break is not elastic and the gain in the energy equals Q = -3Mv3. Calculate the velocity of the second and third fragment, and find the angle 6. (Assume that the fragment of M/6 goes in the y-axis direction [perpendicular to the fragment M/2)) %3D %3D %3D M/6 M/3 M M/2

A ballistic missile of mass M and velocity vo = (i + j) breaks into three fragments as the figure shows. After the collision, one of the fragments has a mass of M/2 and a velocity v = i. The other fragments have mass equals m2 = M/3 and m3 = M/6. The break is not elastic and the gain in the energy equals Q = -3Mv3. Calculate the velocity of the second and third fragment, and find the angle 6. (Assume that the fragment of M/6 goes in the y-axis direction [perpendicular to the fragment M/2)) %3D %3D %3D M/6 M/3 M M/2

Elements Of Electromagnetics
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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A ballistic missile of mass M and velocity vo = (i + j) breaks into three fragments as the figure shows. After the collision, one of the fragments has a mass of M/2 and a velocity v = i. The other fragments have mass equals m2 = M/3 and m3 = M/6. The break is not elastic and the gain in the energy equals Q = -3Mv3. Calculate the velocity of the second and third fragment, and find the angle 6. (Assume that the fragment of M/6 goes in the y-axis direction [perpendicular to the fragment M/2)) %3D %3D %3D M/6 M/3 M M/2
Transcribed Image Text:A ballistic missile of mass M and velocity vo = (i + j) breaks into three fragments as the figure shows. After the collision, one of the fragments has a mass of M/2 and a velocity v = i. The other fragments have mass equals m2 = M/3 and m3 = M/6. The break is not elastic and the gain in the energy equals Q = -3Mv3. Calculate the velocity of the second and third fragment, and find the angle 6. (Assume that the fragment of M/6 goes in the y-axis direction [perpendicular to the fragment M/2)) %3D %3D %3D M/6 M/3 M M/2
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