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A vector, on the other hand, has magnitude and direction. The momentum of an object, for instance, is equal to its mass per acceleration and has a direction, which makes it a vector unit.
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First we find the Displacement. The displacement vector is. D = 5 − 1, 9 − 3 = 4, 6 . By using the formula, the work done is. W = F ⋅ D = 2, 3 ⋅ 4, 6 = 26. If the unit of force is pounds and the distance is measured in feet, then the work done is 26
Subtracting vectors with parallelogram rule. Practice: Subtract vectors. Vector addition & magnitude. Next lesson. Direction of vectors. Parallelogram rule for vector addition. Subtracting vectors end-to-end. Up Next. Subtracting vectors
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Displacement vector. Slide the image above. Sabrina walked 75 meters to the east. Then she
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Vectors: Problems with Solutions Module or magnitude $A=(x_1, y_1)$, $B=(x_2, y_2)$ $|\overrightarrow{AB}|=\sqrt{(x_2-x_1)^2+(y_2 - y_1)^2}$ Addition and subtraction of vectors. Sum of two vectors - $\vec{S}$ is the result of addition