SOLVE FOR THE FOLLOWING AND DON'T USE SHORCUTS USE THE SAME PROCESS ON THE SAMPLE PROBLEM BEING PROVIDED. Sample Problem•Find the amount of torque createdby applying 23N on a 1.0m lever.1.8m39°23NSolutionSince the given value for distance is the complete length of the lever, we only need to identifyThe distance between the Fulcrum and the location of the applied force.Assuming that the fulcrum's location is in the middle of the lever therefore:d= 0.9 m1.8 md == 0.9 m21.8m3923NSolutionYou may solve the required with the Following given values:d = 0.9 m' = 23 N|0 = 39°T = (0.9 m)(23 N sin39°)T = 13.03 Nm Based on the given situation below, will the existingtorque be enough to lift a 30 kg object? Support youranswer by providing calculations.= 37143 Nm = 30 kg3.5 m

The torque acting on a point due to a force is given by T = F×r×sin θ, where F = Amount of force…

Answered: Based on the given situation below,…

Based on the given situation below, will the existing torque be enough to lift a 30 kg object? Support your answer by providing calculations. t= 37143 N m = 30 kg 3.5 m

College Physics

1st Edition

ISBN:9781938168000

Author:Paul Peter Urone, Roger Hinrichs

Publisher:Paul Peter Urone, Roger Hinrichs

Chapter9: Statics And Torque

Section: Chapter Questions

Problem 2PE: When tightening a bolt, you push perpendicularly on a wrench with a force of 165 N at a distance of...

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Concept explainers

Newton’s Third Law of Motion

The horse pulls the cart and the cart pulls the horse in response as per Newton third law. So the big question is, “Don’t the two forces cancel each other? How does the cart accelerate?”

Question

SOLVE FOR THE FOLLOWING AND DON'T USE SHORCUTS USE THE SAME PROCESS ON THE SAMPLE PROBLEM BEING PROVIDED.

Sample Problem
•Find the amount of torque created
by applying 23N on a 1.0m lever.
1.8m
39°
23N
Solution
Since the given value for distance is the complete length of the lever, we only need to identify
The distance between the Fulcrum and the location of the applied force.
Assuming that the fulcrum's location is in the middle of the lever therefore:
d= 0.9 m
1.8 m
d =
= 0.9 m
2
1.8m
39
23N
Solution
You may solve the required with the Following given values:
d = 0.9 m
' = 23 N|
0 = 39°
T = (0.9 m)(23 N sin39°)
T = 13.03 Nm

Based on the given situation below, will the existing
torque be enough to lift a 30 kg object? Support your
answer by providing calculations.
= 37143 N
m = 30 kg
3.5 m

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