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15 questions
You must pull a 4 kg bucket of paint using a rope up to the roof of a building at a rate of 3 m/s/s. Find the tension on a rope.
12 N
1.3 N
52 N
28.6 N
You must pull a 5 kg bucket of paint using a rope up to the roof of a building at a rate of 2 m/s/s. Find the tension on a rope.
60 N
10 N
100 N
2.5 N
You must pull a 5 kg bucket of paint using a rope up to the roof of a building. The tension on a rope was 120 N. Find the acceleration of the rope.
12 m/s/s
600 m/s/s
12 m/s
14 m/s/s
You must pull a bucket of paint using a rope up to the roof of a building. You are pulling the bucket at a constant velocity. The tension on a rope is 110 N. Find the mass (not the weight) of the bucket.
1 Kg
6 Kg
1100 N
11 kg
Find the tension on the rope when you are dragging a 10 kg object across a surface with a coefficient of friction (μ) of 0.2 with a constant velocity. (Remember: Ffrict = μ Fnormal )
20 N
8 N
5 N
2 N
Find the tension on the rope when you are dragging a 20 kg object across a surface with a coefficient of friction (μ) of 0.8 with an acceleration of 1 m/s/s.
16 N
160 N
18 N
180 N
Find the tension on the rope when you are dragging a 22 kg object across a surface with a coefficient of friction (μ) of 0.8 with an acceleration of 4 m/s/s.
70.4 N
484 N
308 N
52.1 N
You are in an elevator standing on a bathroom scale. It reads 65 Kg. This is a bathroom scale that is made for physicist so it also reads 650 N. The elevator accelerates upward at 4 m/s/s. What does the scale read as you ascend upward?
650 N
910 N
390 N
715 N
You are in an elevator standing on a bathroom scale. It reads 65 Kg. This is a bathroom scale that is made for physicist so it also reads 650 N. The elevator accelerates downward at 4 m/s/s. What does the scale read as you descend downward?
650 N
910 N
390 N
715 N
You are lowering a rock climber down a cliff at 2 m/s/s. She weighs 650 N. What is the tension on the rope?
780 N
520 N
1300 N
652 N
Find the tension on the rope of an Atwood machine with masses of 15 kg and 10 kg.
150 N
300 N
50 N
120 N
. Find the tension on the rope of an Atwood machine with masses of 15 kg and 10 kg. The coefficient of friction (μ) between the rope and the pulley is 0.12.
Remember: Ffrict = μ Fnormal
150 N
300 N
120 N
30 N
You must pull a bucket of paint using a rope up to the roof of a building. You are pulling the bucket up with an acceleration of 2 m/s/s. The tension on a rope is 120 N. Find the mass (not the weight) of the bucket.
12 kg
120 Kg
10 Kg
15 m/s/s
An engineering term that means the amount of weight building or structure needs to be able to resist. They cause stresses and deformations to a structure.
Tensile Strength
Shear Stress
Mass
Load
Find the tension on a rope tied to a tree branch and a 2 kg swing with a 35 kg girl sitting on it.
Was the tension higher near the tree branch or near the swing?
52.35 N
The tension is highest near the tree branch.
37 N
The tension is the same throughout the rope's length.
370 N
The tension is the same throughout the rope's length.
370 N
The tension is highest near the swing because that is where she is sitting.
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