Calculating Vector C's X Component | Vector x Components Help

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To find the x component of vector C, the equation A_x - B_x + 3C_x = 0 is used, where A_x is -20 cm and B_x is 10.9 cm. Substituting these values gives -20 - 10.9 + 3C_x = 0. Solving for C_x results in C_x = 10.97 cm. The discussion emphasizes the importance of focusing on the x components for the solution.
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I have a question. Vector A has x and y components of -20cm and 15 cm, respectively; vector B has x and y components of 10.9cm and -20 cm, respectively. If A - B + 3C = 0, what is the x component of C?

I found out that C = -0.73 cm but that's not what the question is asking.
 
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the_d said:
I have a question. Vector A has x and y components of -20cm and 15 cm, respectively; vector B has x and y components of 10.9cm and -20 cm, respectively. If A - B + 3C = 0, what is the x component of C?

I found out that C = -0.73 cm but that's not what the question is asking.

Use the "x" and "y" components of A, B, and C and solve for the required quantities:

A_x - B_x + 3C_x = 0
A_y - B_y + 3C_y = 0


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Last edited:
He/She only needs he first equation...

Daniel.
 
thanx...
 
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