![]() They are besides exploited in geometry to represent translations (movements) and rotary motions. Vectors can be put-upon to represent physical quantities that have both magnitude and direction, such as velocity and acceleration. The result vector is found by placing the shadower of one vector at the head of the other and drawing the vector from the common starting point to the new end point. ![]() ![]() Vectors can be added and subtracted to witness the answer vector. It is frequently delineated by an arrow with a certain length (magnitude) and pointing in a sure direction. A vector is a mathematical object that has both order of magnitude and commission.
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