Large meteors can impact the earth with speeds of 80,000 km/h. If such a meteor were to impact tangentially and stick to it, the completely inelastic collision would result in a change of the Earth's angular momentum around its own axis of rotation of 80 x 1012 kg - m2/s (an insignificant change, thankfully). Knowing that the radius of the Earth is 6.38 x 106 m, calculate the mass of such a meteor. (A) 44 kg (B) 109 kg (C) 157 kg (D) 392 kg (E) 564 kg (F) 1411 kg A meteor crashing tangentially on the spinning

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Chapter1: Units, Trigonometry. And Vectors
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Large meteors can impact the earth with speeds of 80,000 km/h. If such a meteor were to impact Earth's
tangentially and stick to it, the completely inelastic collision would result in a change of the Earth's angular
momentum around its own axis of rotation of 80 × 1012 kg · m2/s (an insignificant change, thankfully). Knowing
that the radius of the Earth is 6.38 × 106 m, calculate the mass of such a meteor.
(A) 44 kg
(B) 109 kg
(C) 157 kg
(D) 392 kg
(E) 564 kg
(F) 1411 kg
A meteor crashing tangentially on the spinning
earth.
Transcribed Image Text:Large meteors can impact the earth with speeds of 80,000 km/h. If such a meteor were to impact Earth's tangentially and stick to it, the completely inelastic collision would result in a change of the Earth's angular momentum around its own axis of rotation of 80 × 1012 kg · m2/s (an insignificant change, thankfully). Knowing that the radius of the Earth is 6.38 × 106 m, calculate the mass of such a meteor. (A) 44 kg (B) 109 kg (C) 157 kg (D) 392 kg (E) 564 kg (F) 1411 kg A meteor crashing tangentially on the spinning earth.
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