Ratio of Momentum of m1 to m2: A, B, C or D?

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When two masses m1 and m2 have the same kinetic energy, their momenta can be expressed in relation to their masses. The momentum of an object is related to its kinetic energy by the formula p = √(2 * m * KE). Given that both masses have equal kinetic energy, the ratio of their momenta can be derived as √(m1/m2). Thus, the correct answer to the question about the ratio of momentum of m1 to m2 is D: Square root of (m1/m2). Understanding this relationship is crucial for solving problems involving kinetic energy and momentum.
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Homework Statement


Two masses m1 and m2 have the same kinetic energy. What is the ratio of momentum of m1 to m2

This is an objective question
A. m1 / m2

B. m2/ m1

C. m1^2 / m2^2

D. Square root of (m1/m2)
 
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Can you express the momentum of a particle in terms of its kinetic energy? If so, then take the ratio.
 

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