Two bodies 1 and 2 are projected simultaneously with velocities V1=2 m/s and V2=4 m/s . The body 1 is projected vertically up from the top of a cliff of height h=10 m and the body 2 is projected vertically up from the bottom of the cliff . If the bodies meet, find the time in (s) of meeting of the bodies.

Two bodies 1 and 2 are projected simultaneously with velocities V1=2 m

1.	Two bodies 1 and 2 are projected simultaneously with velocities V1=2 m/s and V2=4 m/s . The body 1 is projected vertically up from the top of a cliff of height h=10 m and the body 2 is projected vertically up from the bottom of the cliff . If the bodies meet, find the time in (s) of meeting of the bodies.
Answer» Two bodies $1$ and $2$ are projected simultaneously with velocities $V_{1} = 2 m/s$ and $V_{2} = 4 m/s$ . The body $1$ is projected vertically up from the top of a cliff of height $h = 10 m$ and the body $2$ is projected vertically up from the bottom of the cliff . If the bodies meet, find the time in $(s)$ of meeting of the bodies.

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