4. A block of mass m = 5.0 kg is connected to a horizontal spring. The block rests on a frictionless surface. The diagram shows a picture of the spring and block when the spring is in its equilibrium position. A force of 12 N is needed to hold the block stationary with its left edge at x = 4.0 cm. Having done so, the block is then released and causing it to oscillate back-and-forth. (Don't forget to convert from centimeters to meters.) wwwww ++(cm) 15 0. 10 (a) [5] What is the spring's spring constant? Give a numerical answer. (b) [5] What is the block's acceleration when it's left edge is at r = moving in the positive direction? Put your numerical vector answer in component 14 cm, while form. (c) [5] What is the block's velocity when it's left edge is at x 14 cm, while moving in the positive direction? Put your numerical vector answer in component form.

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Chapter1: Units, Trigonometry. And Vectors
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4. A block of mass m =
5.0 kg is connected to a horizontal spring. The block rests
on a frictionless surface. The diagram shows a picture of the spring and block when
the spring is in its equilibrium position. A force of 12 N is needed to hold the block
stationary with its left edge at x = 4.0 cm. Having done so, the block is then released
and causing it to oscillate back-and-forth. (Don't forget to convert from centimeters
to meters.)
wwwww
++(cm)
15
0.
10
(a) [5] What is the spring's spring constant? Give a numerical answer.
(b) [5] What is the block's acceleration when it's left edge is at r =
moving in the positive direction? Put your numerical vector answer in component
14 cm, while
form.
(c) [5] What is the block's velocity when it's left edge is at x 14 cm, while moving
in the positive direction? Put your numerical vector answer in component form.
Transcribed Image Text:4. A block of mass m = 5.0 kg is connected to a horizontal spring. The block rests on a frictionless surface. The diagram shows a picture of the spring and block when the spring is in its equilibrium position. A force of 12 N is needed to hold the block stationary with its left edge at x = 4.0 cm. Having done so, the block is then released and causing it to oscillate back-and-forth. (Don't forget to convert from centimeters to meters.) wwwww ++(cm) 15 0. 10 (a) [5] What is the spring's spring constant? Give a numerical answer. (b) [5] What is the block's acceleration when it's left edge is at r = moving in the positive direction? Put your numerical vector answer in component 14 cm, while form. (c) [5] What is the block's velocity when it's left edge is at x 14 cm, while moving in the positive direction? Put your numerical vector answer in component form.
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