When a 0.20-kg block is suspended from a vertically hanging spring, it stretches the spring from its original length of 0.040 m to 0.045 m. The same block is attached to the same spring and placed on a horizontal, frictionless surface as shown. The block is then pulled so that the spring stretches to a total length of 0.15 m. The block is released at time t = 0 s and undergoes simple harmonic motion. $When a 0.20-kg block is suspended from a vertically hanging spring, it stretches the spring from its original length of 0.040 m to 0.045 m. The same block is attached to the same spring and placed on a horizontal, frictionless surface as shown. The block is then pulled so that the spring stretches to a total length of 0.15 m. The block is released at time t = 0 s and undergoes simple harmonic motion. -Which one of the following expressions gives the displacement of the block as a function of time? Let x be in cm and t in seconds. A)x = 15 cos(14 \pi t) B)x = 15 sin(14 \pi t) C)x = 7 cos(15 \pi t) D)x = 14 sin(15 \pi t) E)x = 44 cos(14 \pi t)$
-Which one of the following expressions gives the displacement of the block as a function of time? Let x be in cm and t in seconds.
A)x = 15 cos(14

\pi

t)
B)x = 15 sin(14

\pi

t)
C)x = 7 cos(15

\pi

t)
D)x = 14 sin(15

\pi

t)
E)x = 44 cos(14

\pi

A Thin, Circular Hoop with a Radius of 0

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