The work done by an external force to compress an ideal spring can be written as kat ka? Wif - 2 2 where x; and f are the initial and final spring positions to which the spring is stretched and k is the spring constant. Note that the positions x are calculated relative to the equilibrium and they can be positive (the spring is stretched) and negative (the spring is compressed). How much work is required to stretch a 450-N/m spring from equilibrium to x = 13.1 cm? The work, W, = Units Select an answer v Consider the spring from the previous question which is initially relaxed. To what position (in cm) the spring can be stretched if 14-J work is done on the spring? The displacement, x = Units Select an answer v How much work is required to change the position of the same spring from -14.9 cm to 11.9 cm? The work, W2 = Units Select an answer v

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The work done by an external force to compress an ideal spring can be written as
kx
Wif=
ka
6.
where x, and r, are the initial and final spring positions to which the spring is stretched and k is the spring
constant. Note that the positions x are calculated relative to the equilibrium and they can be positive (the
spring is stretched) and negative (the spring is compressed).
How much work is required to stretch a 450-N/m spring from equilibrium to x = 13.1 cm?
The work, W, =
Units Select an answer v
Consider the spring from the previous question which is initially relaxed. To what position (in cm) the
spring can be stretched if 14-J work is done on the spring?
The displacement, x =
Units | Select an answer v
How much work is required to change the position of the same spring from -14.9 cm to 11.9 cm?
The work, W2% =
Units Select an answer
%3D
Question Help: Message instructor D Post to forum
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Transcribed Image Text:The work done by an external force to compress an ideal spring can be written as kx Wif= ka 6. where x, and r, are the initial and final spring positions to which the spring is stretched and k is the spring constant. Note that the positions x are calculated relative to the equilibrium and they can be positive (the spring is stretched) and negative (the spring is compressed). How much work is required to stretch a 450-N/m spring from equilibrium to x = 13.1 cm? The work, W, = Units Select an answer v Consider the spring from the previous question which is initially relaxed. To what position (in cm) the spring can be stretched if 14-J work is done on the spring? The displacement, x = Units | Select an answer v How much work is required to change the position of the same spring from -14.9 cm to 11.9 cm? The work, W2% = Units Select an answer %3D Question Help: Message instructor D Post to forum Submit Question
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