Two perfectly elastic objects and of identical mass are moving with velocities 15 m/s and 10 m/s respectively, collide along the direction of line ioining
them. Their velocities after collision are respectively

Question

Infinity Learn · Accepted Answer

IN  a perfectly elastic collision if the colliding bodies or particles have equal masses then after collision they will exchange their velocities. Let m be the identical mass of two objects ,$$1$$ and B we have $$15m+10m=mv1+mv2$$ $$25=v1+v2$$ In elastic collision, $$v2$$−$$v1u1$$−$$u2=1$$  or  $$v2$$−$$v115$$−$$10=1$$ ∴ $$v2$$−$$v1=5$$ Solving eqs. (1) and [$$2)$$, we $$8et$$ $$V2=15m/s$$  and  $$v1=10m/s$$

Two perfectly elastic objects and of identical mass are moving with velocities 15 m/s and 10 m/s respectively, collide along the direction of line ioining
them. Their velocities after collision are respectively

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Two perfectly elastic objects and of identical mass are moving with velocities 15 m/s and 10 m/s respectively, collide along the direction of line ioiningthem. Their velocities after collision are respectively

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Two perfectly elastic objects and of identical mass are moving with velocities 15 m/s and 10 m/s respectively, collide along the direction of line ioining
them. Their velocities after collision are respectively