Question
An 18 kg curling stone sliding on a sheet of ice hits a rough patch on the ice where the coefficient of friction increases from 0.13 to 0.28. It enters this rough patch with a speed of 2.2 m/s and leaves with
a speed of 1.4 m/s. How long is the rough patch?
What are we suppose to do in this question?
a speed of 1.4 m/s. How long is the rough patch?
What are we suppose to do in this question?
Answers
work done = force * distance = change in kinetic energy
F = -.28 m g = -.28 * 18 * 9.81
work = F * x
final - initial Ke
= (1/2) *18 * (.13^2 - .28^2)
so
-.28 * 9.81 = (1/2) * (.13^2 - .28^2)
F = -.28 m g = -.28 * 18 * 9.81
work = F * x
final - initial Ke
= (1/2) *18 * (.13^2 - .28^2)
so
-.28 * 9.81 = (1/2) * (.13^2 - .28^2)
forgot x
-.28 * 9.81 * x = (1/2) * (.13^2 - .28^2)
-.28 * 9.81 * x = (1/2) * (.13^2 - .28^2)
Related Questions
PLEASE HELPPP!
An ice skater hits a patch of rough ice. The rough patch has a kinetic coefficient...
The skip(player on a team)accelerates a curling stone (m=17.24kg)across the ice by applying an avera...
A curling stone with mass 19.00 kg is released with an initial speed v0 sliding on level ice. The co...