A cart of mass 5 kg attached to a spring rolls along a level table as shown. The wheels of the cart are good, so friction is negligible on the cart. The rest length of the spring is 0.2 m and its spring constant is 8.8 N/m. At the position shown, the length of the spring is 0.55 m and 0 =35.8 degrees. What is the magnitude of the acceleration of the cart at the position shown? (in m/s 2) 11. AO 0.365 BỘ 0.427 CO 0.500 DO 0.585 EO 0.684

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Chapter1: Units, Trigonometry. And Vectors
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How would I solve for the acceleration of the cart?
A cart of mass 5 kg attached to a spring rolls along a level table as showm. The wheels of the cart are good, so friction
is negligible on the cart. The rest length of the spring is 0.2 m and its spring constant is 8.8 N/m. At the position
shown, the length of the spring is 0.55 m and 0 =35.8 degrees.
What is the magnitude of the acceleration of the cart at the position shown?
(in m/s^2)
11. A) 0.365
BO 0.427
CO 0.500
DO 0.585
EO 0.684
ayck)i -w' [o.ss-o.L]
W =
98 NIm
arck )=1.33 C0.35]
arck): O46 m/g?
Transcribed Image Text:A cart of mass 5 kg attached to a spring rolls along a level table as showm. The wheels of the cart are good, so friction is negligible on the cart. The rest length of the spring is 0.2 m and its spring constant is 8.8 N/m. At the position shown, the length of the spring is 0.55 m and 0 =35.8 degrees. What is the magnitude of the acceleration of the cart at the position shown? (in m/s^2) 11. A) 0.365 BO 0.427 CO 0.500 DO 0.585 EO 0.684 ayck)i -w' [o.ss-o.L] W = 98 NIm arck )=1.33 C0.35] arck): O46 m/g?
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