What is the maximum speed of the block? Vmax = 6.00 m/s A 3.00-kg block is connected to two ideal horizontal springs having force constants k, = 28.0 N/cm and k, = 20.0 N/cm (the figure (Figure 1)). The system is initially in equilibrium on a horizontal, frictionless surface. The block is now pushed 15.0 cm to the right and released from rest. Submit Previous Answers Correct Part B Where in the motion does the maximum speed occur? The maximum speed occurs at the equilibrium point which is at position e going towards k1 or k2. Submit Previous Answers Figure 1 of 1 Submitted, grade pending Part C What is the maximum compression of spring 1? k2 ? i max = cm

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Chapter1: Units, Trigonometry. And Vectors
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What is the maximum speed of the block?
A 3.00-kg block is connected to two ideal horizontal springs
having force constants k1 = 28.0 N/cm and k2 = 20.0 N/cm
(the figure (Figure 1)). The system is initially in equilibrium on a
Umax = 6.00 m/s
Submit
Previous Answers
horizontal, frictionless surface. The block is now pushed 15.0
cm to the right and released from rest.
Correct
Part B
Where in the motion does the maximum speed occur?
The maximum speed occurs at the equilibrium point which is at position e going towards k1 or k2.
Submit
Previous Answers
Figure
1 of 1
Submitted, grade pending
Part C
What is the maximum compression of spring 1?
k2
Vol A£¢
Ei max =
cm
Transcribed Image Text:What is the maximum speed of the block? A 3.00-kg block is connected to two ideal horizontal springs having force constants k1 = 28.0 N/cm and k2 = 20.0 N/cm (the figure (Figure 1)). The system is initially in equilibrium on a Umax = 6.00 m/s Submit Previous Answers horizontal, frictionless surface. The block is now pushed 15.0 cm to the right and released from rest. Correct Part B Where in the motion does the maximum speed occur? The maximum speed occurs at the equilibrium point which is at position e going towards k1 or k2. Submit Previous Answers Figure 1 of 1 Submitted, grade pending Part C What is the maximum compression of spring 1? k2 Vol A£¢ Ei max = cm
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