anonymous
  • anonymous
Julie stands at the top of a tall tower. She drops a bowling ball from the top of the tower, then One second later, she drops a second bowling ball. While the balls are in the air, which of the following is true about their separation? Ignore any effects due to air resistance. A.) Decreases over time B.) Stays the same C.) Increases overtime Explain why...
Physics
  • Stacey Warren - Expert brainly.com
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SOLVED
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chestercat
  • chestercat
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anonymous
  • anonymous
Let y1=1/2gt^2 be vertical position of the mass 1 and y2=1/2g(t+1)^2 be vertical position of mass 2. difference between y1 and y2 become, y2-y1=(1/2gt^2+2t+1)-1/2gt^2-=2t+1 It shows that the discrepancy mass 1 and mass 2 would increase.
anonymous
  • anonymous
So overtime, the separation between the two bowling balls will increase?
anonymous
  • anonymous
Yes it should be. So overtime we see that the separation would increase linearly.

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anonymous
  • anonymous
At time t=0, the separation is 1. For time t=1, it would be 3 ...
anonymous
  • anonymous
Ohhh, okay. I kinda get it now! (: Thankkkks!
anonymous
  • anonymous
Anytime.

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