Question: Venus has a mass of 4.87 x 1024 kg and a radius of 6051.8 km. A spring is set up on Venus with a 276 g mass hanging from it. The spring constant of the spring is 14.5 N/m. Part 1) When an additional 145 g is added to the spring, how much does the spring extend? Δt = Part 2) Att0s, the mass (with additional mass still on) is pulled by 9.40 cm below this equilibrium position and released. Write an expression to describe how the displacement from equilibrium changes with time. Take below equilibrium as negative. z(t) cos( Part 3) As the mass passes through the equilibrium position, what is its speed? cm/s Check cm cm

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Chapter1: Units, Trigonometry. And Vectors
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Venus has a mass of 4.87 x 1024 kg and a radius of 6051.8 km. A spring is set up on Venus with a 276 g mass hanging from it. The spring constant
of the spring is 14.5 N/m.
Part 1)
When an additional 145 g is added to the spring, how much does the spring extend?
Δt =
cm
Part 2)
Att0s, the mass (with additional mass still on) is pulled by 9.40 cm below this equilibrium position and released. Write an expression to describe how
the displacement from equilibrium changes with time. Take below equilibrium as negative.
z(t)
cos(
Part 3)
As the mass passes through the equilibrium position, what is its speed?
cm/s
Check
cm
Transcribed Image Text:Question: Venus has a mass of 4.87 x 1024 kg and a radius of 6051.8 km. A spring is set up on Venus with a 276 g mass hanging from it. The spring constant of the spring is 14.5 N/m. Part 1) When an additional 145 g is added to the spring, how much does the spring extend? Δt = cm Part 2) Att0s, the mass (with additional mass still on) is pulled by 9.40 cm below this equilibrium position and released. Write an expression to describe how the displacement from equilibrium changes with time. Take below equilibrium as negative. z(t) cos( Part 3) As the mass passes through the equilibrium position, what is its speed? cm/s Check cm
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