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How do I find distance in terms of g and t?
Q. A package is dropped from helicopter that's descending steadily at speed v0. 1) After t seconds elapse, what distance is the package from helicopter in terms of g and t? 2) If instead the helicopter is rising steadily at the same speed, what is the speed of the package in terms of v0, g, and t? What is the distance in terms of g and t?
Asked by Eric B - Wed Sep 3 23:07:11 2008 - - 1 Answers - 1 Comments
A. acceleration due to gravity is g. And is downward. v0 is positive if in the same direction as acceleration. Use the distance equation d = (v0 * t) + (1/2 * a * t^2) Plug in g for a. Done. For the second part, v0 would be negative, since you're traveling up and gravity is down. And you can use the standard acceleration equation to solve for Vf (acceleration = (final velocity - initial velocity) / time
Answered by Ryan G - Wed Sep 3 23:17:33 2008
Q. A package is dropped from helicopter that's descending steadily at speed v0. 1) After t seconds elapse, what distance is the package from helicopter in terms of g and t? 2) If instead the helicopter is rising steadily at the same speed, what is the speed of the package in terms of v0, g, and t? What is the distance in terms of g and t?
Asked by Eric B - Wed Sep 3 23:07:11 2008 - - 1 Answers - 1 Comments
A. acceleration due to gravity is g. And is downward. v0 is positive if in the same direction as acceleration. Use the distance equation d = (v0 * t) + (1/2 * a * t^2) Plug in g for a. Done. For the second part, v0 would be negative, since you're traveling up and gravity is down. And you can use the standard acceleration equation to solve for Vf (acceleration = (final velocity - initial velocity) / time
Answered by Ryan G - Wed Sep 3 23:17:33 2008
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