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For the vector A and B use the method of components to find the magnitude and direction of a. the vector sum A + B b. the vector sum B + A c. the vector difference A-B d. the vector difference B-A
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|dw:1359923924734:dw|
I tied the law of cosines but i got 11 not 9 for the first one please help I'm so lost and have been trying to do this problem for over an hour now
For this you have to add the components of each vector
so take A and B for instance... create a picture with them only in it|dw:1359931165298:dw|
Now if \[a=<a_1,a_2>\] and \[b=<b_1,b_2>\] \[a+b=<a_1+b_1,a_2+b_2>\]
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so you have to split each vector into it's components and then add them to get the vector A+B
let me know if you need anymore help
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