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Calculate the magnitude of the linear momentum p0 of a 43.7 kg object on the Equator, as measured from the center of Earth. The radius R of Earth is 6371 km. p0 = __ kg * m/s Define the time at which the previous result was calculated as t0. What is the magnitude of the net change Δ?1 in the object's momentum in the 6 h following t0? Δp1 = __ kg * m/s Now, calculate the magnitude of the total change Δp2 in the object's momentum 12 h after t0. Δp2 = __ kg * m/s

Calculate the magnitude of the linear momentum p0 of a 43.7 kg object on the Equator, as measured from the center of Earth. The radius R of Earth is 6371 km. p0 = __ kg * m/s Define the time at which the previous result was calculated as t0. What is the magnitude of the net change Δ?1 in the object's momentum in the 6 h following t0? Δp1 = __ kg * m/s Now, calculate the magnitude of the total change Δp2 in the object's momentum 12 h after t0. Δp2 = __ kg * m/s

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Calculate the magnitude of the linear momentum p0 of a 43.7 kg object on the Equator, as measured from the center of Earth. The radius R of Earth is 6371 km.

p0 = __ kg * m/s

Define the time at which the previous result was calculated as t0. What is the magnitude of the net change Δ?1 in the object's momentum in the 6 h following t0?

Δp1 = __ kg * m/s

Now, calculate the magnitude of the total change Δp2 in the object's momentum 12 h after t0.

Δp2 = __ kg * m/s

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