chrozer said:In the drawing below, find the tension in cable one and in cable two.
Ok so my teacher provided us with the answers, but she did not show us how to do it. Help? I am totally confused.
BTW the answers are: 215.79 N and 263.16 N
What have you done so far? Where are you stuck?chrozer said:Ok so my teacher provided us with the answers, but she did not show us how to do it. Help? I am totally confused.
In order to find the tension of 2 cables, you will need to use the formula F = T1 + T2, where F is the total force acting on the cables and T1 and T2 are the tensions in each cable. This formula can be used for both horizontal and vertical cables.
The tension of cables is affected by several factors, including the weight of the object being supported, the length and angle of the cables, and any external forces acting on the cables such as wind or vibrations.
Yes, the tension of cables can change over time due to factors such as temperature changes, stretching of the cables, and wear and tear. It is important to regularly monitor and adjust the tension of cables to ensure their stability.
The angle of the cables can greatly affect the tension in each cable. When the angle between the two cables is smaller, the tension in each cable will be greater, and when the angle is larger, the tension will be less. This is due to the distribution of the weight of the object being supported.
To find the tension of 2 cables, you will need a measuring tape or ruler to determine the length of the cables, a scale to measure the weight of the object being supported, and a calculator to perform the necessary calculations. Additionally, a protractor may be useful to measure the angle between the cables.