How Do You Solve Complex Physics Problems Using Trigonometry?

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To solve complex physics problems using trigonometry, start by resolving forces into horizontal and vertical components. For tension T1, use sine and cosine functions based on the angle provided, such as 30 degrees, to find its components. Set up equations for the sum of horizontal and vertical forces, ensuring they equal zero for equilibrium. Once you calculate one tension, substitute it into the equations to find the other. Drawing out the angles and using trigonometric functions is essential for clarity and accuracy in solving these problems.
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i can't remember how to do this at all, but can someone just post a simple step by step solution for this? thanks

http://img275.imageshack.us/img275/2392/ss2mx.jpg




also having trouble with this one



http://img374.imageshack.us/img374/1146/dfsd4mu.jpg
 
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Q1: resolve T1 into horizontal and vertical components. Then equate all the horizontal forces and all the vertical forces.
 
Q2: let T1 be the tension in the angled rope/string and T2 be the tension in the horizontal rope/string. Use the same strategy as for Q1 to solve for T1 and T2. Hence get coefft of friction
 
hmm still kinda confused, any chance you could show me step by step how to solve it


like how do you resolve T1 and T2 to get values...like i know the 20 has components of x = 0, and y = -20 right? but how do u get values with the 30 degree angle?
 
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thugg said:
hmm still kinda confused, any chance you could show me step by step how to solve it


like how do you resolve T1 and T2 to get values...like i know the 20 has components of x = 0, and y = -20 right? but how do u get values with the 30 degree angle?

draw out the angles and use trig.

T1+T2=(0,+20)

use the sin and cos function to resolve the two tensions into vectors. you should have 2 sets of equations to solve for T1 or T2, once you know one the other is only a matter of substitution.
 
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