Part (b) What is the angle, 0 in degrees, between one of the chains and the vertical where it contacts the chandelier? Part (c) Write an expression for FTy, the magnitude of the y-component of the tension in one chain, in terms of the given information and varial available in the palette. Part (d) Using your previous results, find the tension, FT in Newtons, in one chain. FT=

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Chapter1: Units, Trigonometry. And Vectors
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Answer parts c and d
Part (b) What is the angle, 0 in degrees, between one of the chains and the vertical where it contacts the chandelier?
Part (c) Write an expression for FTy, the magnitude of the y-component of the tension in one chain, in terms of the given information and variables
available in the palette.
Part (d) Using your previous results, find the tension, FT in Newtons, in one chain.
FT=
Transcribed Image Text:Part (b) What is the angle, 0 in degrees, between one of the chains and the vertical where it contacts the chandelier? Part (c) Write an expression for FTy, the magnitude of the y-component of the tension in one chain, in terms of the given information and variables available in the palette. Part (d) Using your previous results, find the tension, FT in Newtons, in one chain. FT=
Problem 1: A chandelier hangs h = 0.72 m down from two chains of equal length. The
chains are separated from one another by a length L = 0.55 m at the ceiling. The chandelier has a
mass of m = 18 kg.
Randomized Variables
h = 0.72 m
L= 0.55 m
m = 18 kg
Part (a) Choose the correct Free Body Diagram given the gravitational force, Fe, the force exerted by the chains, FT, and the normal force, FN.
F.
Transcribed Image Text:Problem 1: A chandelier hangs h = 0.72 m down from two chains of equal length. The chains are separated from one another by a length L = 0.55 m at the ceiling. The chandelier has a mass of m = 18 kg. Randomized Variables h = 0.72 m L= 0.55 m m = 18 kg Part (a) Choose the correct Free Body Diagram given the gravitational force, Fe, the force exerted by the chains, FT, and the normal force, FN. F.
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