Two balls are thrown simultaneously, A vertically upward with a speed of 20m/s from the ground , and B vertically downward from a height of 40m with the same speed along the same line of motion . At what point do two balls meet ?
"y_1=0+v_0t-gt^2\/2"
"y_2=40-v_0t-gt^2\/2"
"y_1=y_2" . So, we have
"v_0t-gt^2\/2=40-v_0t-gt^2\/2\\to t=40\/(2v_0)=40\/(2\\cdot20)=1\\ (s)"
"y=y_1=y_2=v_0t-gt^2\/2=20\\cdot1-9.8\\cdot1^2\/2=15.1\\ (m)" . Answer
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