B7. Write an expression for the total potential energy of the system when the spring is stretched an amount y.

University Physics Volume 1
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Chapter8: Potential Energy And Conservation Of Energy
Section: Chapter Questions
Problem 65P: A block of mass 200 g is attached at the end of a massless spring of spring constant 50 N/m. The...
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Please answer 37. 38. and 39.  The previous answers are for context

36. What are the general equations for the kinetic energy of a moving mass, the gravitational
potential energy of a stretched spring, and the gravitational potential energy of mass raised a
distance above some zero height?
KE = }mv²
U = }ky,?
U =
-mgy
Define y, yo: Yı. m:, and m, , the same as before. Choose the zero gravitational potential energy for
each mass to be at the position it is at when the spring is unstretched(when y=0)
2m,g
- Y1
2mg
Yo
• - ky
• Mg = mha
ky,-m;g
• a=
B7. Write an expression for the total potential energy of the system when the spring is stretched an
amount y.
38. Substitute in y = yo - Yı to the expression in question 37.
39. Expand all of the terms.
Transcribed Image Text:36. What are the general equations for the kinetic energy of a moving mass, the gravitational potential energy of a stretched spring, and the gravitational potential energy of mass raised a distance above some zero height? KE = }mv² U = }ky,? U = -mgy Define y, yo: Yı. m:, and m, , the same as before. Choose the zero gravitational potential energy for each mass to be at the position it is at when the spring is unstretched(when y=0) 2m,g - Y1 2mg Yo • - ky • Mg = mha ky,-m;g • a= B7. Write an expression for the total potential energy of the system when the spring is stretched an amount y. 38. Substitute in y = yo - Yı to the expression in question 37. 39. Expand all of the terms.
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