1.

A body A is thrown vertically upward with the initial velocity \[{{v}_{1}}\]. Another body B is dropped from a height h. Find how the distance x between the bodies depends on the time t if the bodies begin to move simultaneously.

A. \[x=h-{{v}_{1}}t\]
B. \[x=\left( h-{{v}_{1}} \right)t\]
C. \[x=h-\frac{{{v}_{1}}}{t}\]
D. \[x=\frac{h}{t}-{{v}_{1}}\]
Answer» B. \[x=\left( h-{{v}_{1}} \right)t\]


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