PHY 121 Exam 2 (ch 6-9) Name - CPP
[Pages:2]PHY 121
Exam 2 (ch 6-9)
Name:
A 2.00 kg block, m2, slides with an initial speed up a ramp with initial speed of 4.00 m/s. The coef of friction is 0.500 and = 30?. The blocks come to rest after moving 3 meters.
a. Use kinematics/Newton's Laws to solve for m1.
vave = x / t ?(0+4) = 3 / t t = 1.5 sec
b. Use Energy conservation to solve for m1.
a = v / t a = 0-4 / 1.5 a = -2.67 m/s2
Ff = ? FNormal Ff = .5 2(g)cos30 Ff = 8.66 N
FNet
= mT a
m1g ? 2(g)sin30 ? Ff = (m1 + 2) -2.67
10m1 ? 10 ? 8.66 = -2.67m1 - 5.33
m1 = 1.05 kg
Block m2 rises a distance of h, where h = sin30? (3 meters) = 1.5 m
Einitial
- Ff d
K1 + K2
+ U1 + U2 - Ff d
?(m1+m2)v2 + m1 gh1 + 0 - Ff d
?(m1+2)42 + m1(10)3 ? 8.66 (3)
m1 = 1.05 kg
= Efinal
= K1f + K2f + U1f + U2f
= 0 + 0 + 0 + m2gh2f
=
2(10)1.5
A 40.0 kg skier encounters a dip in the path. The dip has a circular cross section with radius of 12.0 m. What is the normal force of the skier at point B, if the skier is traveling at a speed of 8.00 m/s at point A?
Einitial
= Efinal
K+ U
= Kf + Uf
?m v2 + m g h = ? m vf2 + 0
?40 82 + 40(10)1.75 = ?40 vf2
vf = 10 m/s
FN ? mg = m v2 / r FN ? 400 = 40 102 / 12 FN = 733 N
We included on the board during the exam that the skier increases speed as proceeding through the dip, should have added "at point A"
A 2.0 kg ball travels to the right and impacts with a 2nd stationary ball of mass 3.0 kg. After the impact, the 2nd ball travels to the right with a speed of 6.0 m/s and the 2.0 kg ball travels to the left with a kinetic energy of 1.0 Joules. What was the initial speed of the 2.0 kg ball?
mv + MV 2v + 0 v = 8 m/s
= m vf + M Vf = 2(-1) + 3(6)
Kf = ? m v2 1 = ? 2 (vf)2 vf = -1 m/s (to the left)
PHY 121
Exam 2 (ch 6-9)
Name:
A 1.0 kg ball travels to the right and impacts with a 2nd stationary ball of mass 4.0 kg. Following the
collision, the 2nd ball travels to the right with a speed of 6.0 m/s and the 1.0 kg travels to the left with a
Kinetic Energy of 2 Joules. What was the initial speed of the 1st ball?
mv + MV = m vf + M Vf
1v
= 1(-2) + 4(6)
v = 7
A 60.0 kg skier encounters a dip in the path. The dip has a circular cross section with radius of 10.0 m. What is the normal force of the skier at point B, if the skier is traveling at a speed of 12.00 m/s at point A?
A 3.00 kg block, m2, slides with an initial speed up a ramp with initial speed of 4.00 m/s. The coef of friction is 0.400 and = 30?. The blocks come to rest after moving 3 meters.
a. Use kinematics/Newton's Laws to solve for m1.
b. Use Energy conservation to solve for m1.
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