Practicing Success
Find the scalar and vector components of the vector with initial points (3,2) and terminal points (-4,6) |
Scalar components are -7 and 4 and the vector components are -7\(\hat{i}\) and 4 \(\hat{j}\) Scalar components are -6 and 4 and the vector components are -6\(\hat{i}\) and 4 \(\hat{j}\) Vector components are -7 and 4 and the scalar components are -7\(\hat{i}\) and 4 \(\hat{j}\) Scalar components are -7 and 3 and the vector components are -7\(\hat{i}\) and 3 \(\hat{j}\) |
Scalar components are -7 and 4 and the vector components are -7\(\hat{i}\) and 4 \(\hat{j}\) |
We have the vector with initial points (3,2) and terminal points (-4,6). The vector with initial point (3,2) and terminal point (-4,6) can be given by, \(\vec{PQ}\)= (-4-3)\(\hat{i}\)+ (6-2) \(\hat{j}\) \(\vec{PQ}\) = -7\(\hat{i}\)+ 4 \(\hat{i}\) Hence the required scalar components are -7 and 4 while the vector components are -7\(\hat{i}\) and 4 \(\hat{j}\)
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