Read the dimensions correctly in order to find the forces

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The discussion focuses on difficulties in correctly interpreting dimensions to find forces in a statics problem. The user expresses confusion over the correct vector components for points B, C, and D, particularly regarding the signs of the i and j components. Clarifications are provided, emphasizing the importance of using the right-hand rule and understanding the coordinate system, such as recognizing that a negative x-component indicates a position to the left of the origin. The suggestion to subtract coordinates directly (A-B) simplifies the process of determining the correct vectors. Overall, a clearer understanding of the coordinate system and vector subtraction is essential for accurate calculations.
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It statics, I am having difficulty on getting perfect to read the dimensions correctly in order to find the forces!

This photo for example

media%2F942%2F942137b8-2360-4fe4-8258-a6d7d240e8ea%2Fimage.jpg


I put B = (-3i,-2j, -6k) but correct answer is (3i,-2j,-6k) ... why 3i but not 3i ?! I'm reeally confused

For C I put -1i but correct answer is 3i !.. how?!?

for D I added the 1 and 2 and i put -3i , and I put -3j but correct is 3j ...

can anyone explain and give me easier way to approach the answer and avoid mistakes?! I have an exam on friday and this is basic thing that i can't seem to understand!
 
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For B, your positive x is coming toward you. Use the right-hand rule to keep your positive directions straight.
C looks like it is at -3i -1j .
D looks like it is at -2i and 3j.
Your i components need to find references on the x axis. Your j components need references on the y axis.
 
I don't get it
 
Look at C. The left-right line above it says that it is 1ft left of the x-axis. That means the y-component is -1.
The long line going through C crosses the segments marked 1ft and 2ft by D. This means that C is 3ft behind the y-axis, or the x component is -3.
Does that help?
 
I understand now after doing 99999 researches and watching 9999 videos... and easier and simple is to take AB for example, find points A and B, then subtract A-B and BINGO!
 

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