What is the components of (3i+4j) along (i+j) is?
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Let A = 3i + 4j
B = i = j
Therefore, by using formula for component of one vector along another,
= [tex][A^{-\ \textgreater \ }.B^{-\ \textgreater \ }/|B|][B^{-\ \textgreater \ }] [/tex]
=[(3)(1) + (4)(1)/][i + j]
=(7/5)i + j
B = i = j
Therefore, by using formula for component of one vector along another,
= [tex][A^{-\ \textgreater \ }.B^{-\ \textgreater \ }/|B|][B^{-\ \textgreater \ }] [/tex]
=[(3)(1) + (4)(1)/][i + j]
=(7/5)i + j
Omi272001:
oh man the notation thing doesnt work. It basically is the dot product of A and B over the squareroot of the Magnitude of B, multiplied by B vector. Sorry about that.
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