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Using the principles of equilibrium to be developed in Chapter 3 , you will soon be able to verify that the tension in cable AB is 86.13% of the weight of the cylinder of mass m, while the tension in cable AC is 35.91% of the suspended weight. Write each tension force acting on point A as a vector if the mass m is 68 kg. Answers: TAB = ( i + ј) N TAC = ( i + ј) N

Using the principles of equilibrium to be developed in Chapter 3 , you will soon be able to verify that the tension in cable AB is 86.13% of the weight of the cylinder of mass m, while the tension in cable AC is 35.91% of the suspended weight. Write each tension force acting on point A as a vector if the mass m is 68 kg. Answers: TAB = ( i + ј) N TAC = ( i + ј) N

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Using the principles of equilibrium to be developed in Chapter 3 , you will soon be able to verify that the tension in cable A B is 86.13 % of the weight of the cylinder of mass m , while the tension in cable A C is 35.91 % of the suspended weight. Write each tension force acting on point A as a vector if the mass m is 68 k g .
Answers:
T A B = 1 i i + i ј) N T A C = 1 i + i ј) N

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