The component of A =2i+3j along i+j Is
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Answer: (10/)i +(15/)j
Explanation:
let B = i + j
Cosx = A*B/|A||B| = 5/
now component of A = Acosx = (5/)*(2i+3j) = (10/)i + (15/)j
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Explanation:
it is simply that it has 2 units along the x-axis and 3 units along the y-axis and 2i is itself the component along the x-axis and 3j is the component along the y-axis.
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