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A canon shell moving along a straight line bursts into two parts. Just after the burst one part moves with momentum 20 Ns making an angle 30º with the original line of motion. The minimum momentum (in N-s) of the other part of shell just after the burst is :

Option: 1

0


Option: 2

5


Option: 3

10


Option: 4

17.32


Answers (1)

best_answer

                        

Given :P_{1} = 20 Ns
Let the minimum momentum of the other parts be P_{2}


Applying conservation of momentum in y direction:

                                \begin{array}{l}{P_{1} \sin 30=P_{2} \sin \theta} \\ \\ {20 \times \frac{1}{2}=P_{2} \sin \theta}\end{array}

                              P_{2} \sin \theta=10 \ \mathrm{Ns}

For P2 to be maximum, Sin \theta should be maximum. Maximum  Sin \theta = 1

                                          P2 = 10 N-s

Posted by

Anam Khan

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