Directions:
There 20 multiple choice questions. Each question is 5 points, and the exam is 100 points. The
exam is open book, open notes. However, you may not discuss the exam with your classmates.
Submit your work for each question in Canvas.
π = ππΉ sin π, π = ππΉβ₯, π = πβ₯πΉ, π = 9.8 π/π ππ2 ,
π = ππ + πΌπ‘, π = ππ + ππ π‘ + 1
2 πΌπ‘2, (π)2 = (ππ )2 + 2πΌΞπ, π£ = ππ,
ππ‘ = ππΌ, π = ππΉ, ππππ‘ = πΌπΌ, πΎπΈ = 1
2 ππ£2 + 1
2 πΌπ2, ππ = ππβ, πΏ = πΌπ
Problems 1–2 refer to the following situation. A beam, resting on two pivots, has a length of
πΏ = 6.00 π and mass π = 90.0 ππ. The pivot under the left end exerts a normal force π1 on
the beam, and the second pivot placed a distance β = 4.00 π from the left end, exerts a
normal force π2. A woman of mass π = 55.0 ππ is a distance π₯ = 2.00 π from the left end.
The system is in equilibrium.
Problem 1:
What is the normal force π1?
a. 190 N b. 290 N c. 390 N d. 490 N
Problem 2:
What is the normal force π2?
a. 831 N b. 931 N c. 1031 N d. 1131 N