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Natasha likes to drops rocks off of tall bridges to determine the height of the bridge, assume no one is below to get hurt. To find this answer she uses the formula: s (t) =-16 t + so and a phone's stopwatch to time the fall. One drop produced a fall time of t = 5.4 seconds to hit the ground below from a particularly high bridge. How high above the ground is this bridge that Natasha dropped a rock from? Number Round to nearest whole value. The units for this answer is: Feet o Feet per second o Meters o Meters per second

Natasha likes to drops rocks off of tall bridges to determine the height of the bridge, assume no one is below to get hurt. To find this answer she uses the formula: s (t) =-16 t + so and a phone's stopwatch to time the fall. One drop produced a fall time of t = 5.4 seconds to hit the ground below from a particularly high bridge. How high above the ground is this bridge that Natasha dropped a rock from? Number Round to nearest whole value. The units for this answer is: Feet o Feet per second o Meters o Meters per second

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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How high above the ground is this bridge that Natasha dropped a rock from?
Natasha likes to drops rocks off of tall bridges to determine the height of the bridge, assume no one is below to get hurt. To find this answer she uses the formula: s (t) = -16 t + so and a phone's stopwatch to time the fall. One drop produced a fall time of t = 5.4 seconds to hit the ground below from a particularly high bridge. How high above the ground is this bridge that Natasha dropped a rock from? Number Round to nearest whole value. The units for this answer is: Feet o Feet per second o Meters o Meters per second
Transcribed Image Text:Natasha likes to drops rocks off of tall bridges to determine the height of the bridge, assume no one is below to get hurt. To find this answer she uses the formula: s (t) = -16 t + so and a phone's stopwatch to time the fall. One drop produced a fall time of t = 5.4 seconds to hit the ground below from a particularly high bridge. How high above the ground is this bridge that Natasha dropped a rock from? Number Round to nearest whole value. The units for this answer is: Feet o Feet per second o Meters o Meters per second
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