A steel ball (S) of mass 3.5 kg is suspended from two strings connected to the points A and B as shown in the picture.    The string connecting A to S is at an angle of θ = 33∘ from the vertical, while the string connecting B to S is horizontal.Calculate the magnitude of the tension T→BS. I know that I need to be using Newtons second law, but that is all that I can think of. Can anyone please help me solve this?

Glencoe Physics: Principles and Problems, Student Edition
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ISBN:9780078807213
Author:Paul W. Zitzewitz
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Chapter5: Displacement And Force In Two Dimensions
Section: Chapter Questions
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A steel ball (S) of mass 3.5 kg is suspended from two strings connected to the points A and B as shown in the picture.    The string connecting A to S is at an angle of θ = 33∘ from the vertical, while the string connecting B to S is horizontal.Calculate the magnitude of the tension T→BS.

I know that I need to be using Newtons second law, but that is all that I can think of. Can anyone please help me solve this?

A steel ball (S) of mass 3.5 kg is suspended from two strings connected to the points A and B as shown in the picture
S
В
The string connecting A to S is at an angle of 0 = 33° from the vertical, while the string connecting B to S is horizontal.Calculate the magnitude of the tension TBS-
Transcribed Image Text:A steel ball (S) of mass 3.5 kg is suspended from two strings connected to the points A and B as shown in the picture S В The string connecting A to S is at an angle of 0 = 33° from the vertical, while the string connecting B to S is horizontal.Calculate the magnitude of the tension TBS-
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