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The height of a rocket, in meters, is approximated by the polynomial -5t^2+45t+4 where t is time in seconds after the rocket's launch. what is the height of the rocket afte…
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The height of a rocket, in meters, is approximated by the polynomial -5t^2+45t+4 where t is time in seconds after the rocket's launch. what is the height of the rocket afte…
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Feb 10, 2024
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The height of a rocket, in meters, is approximated by the polynomial -5t^2+45t+4 where t is time in seconds after the rocket's launch. what is the height of the rocket after 3 seconds?
a.124 meters
b.109 meters
c.86 meters
d.94 meters
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Answer: (D) 94 METERS
We plug in $t=3$ into the polynomial to find the height of the rocket after 3 seconds:
-5(3)^2+45(3)+4 =-45+135+4 = 94
Therefore, the height of the rocket after 3 seconds is 94 meters.
Airon Tark
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Feb 15, 2024
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