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what would the equation be if you dropped an object from 100,000 meters above the ground
1 answer
h=gt²/2,
v=gt
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The equation h(t)=−9.8t2+100
represents the relationship of the height, in meters, over time, in seconds, of an object dropped
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To find the height of the object 2.5 seconds after it was dropped, substitute t = 2.5 seconds into
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The equation h(t)=−9.8t^2+100 represents the relationship of the height, in meters, over time, in seconds, of an object
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To find the height of the object 2.5 seconds after it was dropped, we need to substitute t = 2.5
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An object which is dropped from 100 feet above ground falls according to the formula s = -16t^2 + 100, where s is the distance
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a. (s-100)/(-16)=t² b. (s-100)/(16)=t² c. s/16 -100 = t² d. s-100+16=t² The last choice is
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Suppose that an object is dropped from a height of h meters and hits the ground with a velocity of meters per second. Then v =
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huh? Just plug and chug v = √(19.6*15.5) = √303.8
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1. The acceleration due to gravity calculated this way works well for objects near the Earth’s surface. How would you have to
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the force diminishes by the square of distance. acceleration due to gravity= 9.8 (r/re)^2 re radius
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The acceleration due to gravity calculated this way works well for objects near the Earth’s surface. How would you have to
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g is inversely proportional to the square of the distance from the center of the earth. 100 km above
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1. The acceleration due to gravity calculated this way works well for objects near the Earth’s surface. How would you have to
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To calculate the acceleration due to gravity for an object 100,000 meters above the ground, we need
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The acceleration due to gravity calculated this way works well for objects near the Earth’s surface. How would you have to
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To calculate the acceleration due to gravity for an object that is 100,000 meters above the ground,
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The acceleration due to gravity calculated this way works well for objects near the Earth’s surface. How would you have to
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What above equation?
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suppose that an object dropped from a height of h meters and hits the ground with a velocity of v meters per second. Then
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really? v = 19.6 * 41.5 = ____ but I suspect your formula has a typo.
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