A hockey puck of mass m is shot across a rough floor in a straight line. The puck moves in the positive x direction, and the coefficient of friction between the floor and the puck depends on position as u(x) = a + bx, where a is a dimensionless constant and b is a constant with units of m²¹. Write an expression for the work done by kinetic friction as the puck moves from x= x₁ to x= x₂. Your answer should be in terms of m, x₁, x₂, a, b, and g (the acceleration due to gravity). W= 32 g k P₂ Р 7 b h m X1 B d J n x2 (1) 789 HOME 145 6 123 0 1 NO BACKSPACE END CLEAR
A hockey puck of mass m is shot across a rough floor in a straight line. The puck moves in the positive x direction, and the coefficient of friction between the floor and the puck depends on position as u(x) = a + bx, where a is a dimensionless constant and b is a constant with units of m²¹. Write an expression for the work done by kinetic friction as the puck moves from x= x₁ to x= x₂. Your answer should be in terms of m, x₁, x₂, a, b, and g (the acceleration due to gravity). W= 32 g k P₂ Р 7 b h m X1 B d J n x2 (1) 789 HOME 145 6 123 0 1 NO BACKSPACE END CLEAR
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
Transcribed Image Text:A hockey puck of mass m is shot across a rough floor in a straight line. The puck moves in the positive x direction, and the coefficient of
friction between the floor and the puck depends on position as u(x) = a + bx, where a is a dimensionless constant and b is a constant with units of m¹¹.
Write an expression for the work done by kinetic friction as the puck moves from x= x₁ to x= x₂. Your answer should be in terms of m, x₁, x₂, a, b, and g
(the acceleration due to gravity).
W=
В
a
g
k
P
Submit
Y
b
h
m
X1
Hint
8
d
J
11
789 HOME
1^^ 4 5 6
1 2 3
0
NO BACKSPACE
Feedback
DEL
I give up!
END
CLEAR
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