The force vector A has components Ax= 5N, Ay= -3N. The force vector B has components Bx= 5N, By= 4N. What are the component of the resultant force vector C=A+B?

A = 5 i - 3 j

B = 5 i + 4 j
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C = 10i + 1 j

To find the components of the resultant force vector C = A + B, we need to add the corresponding components of vector A and vector B.

1. Add the x-components: Cx = Ax + Bx
Cx = 5N + 5N = 10N

2. Add the y-components: Cy = Ay + By
Cy = -3N + 4N = 1N

Therefore, the components of the resultant force vector C are Cx = 10N and Cy = 1N.

To find the components of the resultant force vector C, which is the sum of vectors A and B, you need to add the corresponding components together.

Given that vector A has components Ax = 5N and Ay = -3N, and vector B has components Bx = 5N and By = 4N, we can find the components of vector C as follows:

The x-component of C, Cx, is the sum of the x-components of A and B:
Cx = Ax + Bx = 5N + 5N = 10N

The y-component of C, Cy, is the sum of the y-components of A and B:
Cy = Ay + By = (-3N) + 4N = 1N

Therefore, the components of the resultant force vector C are Cx = 10N and Cy = 1N.