Explanation Vectors possess magnitude as well as direction. The magnitude of resultant vector obtained by the addition of vectors A → and B → varies with the angle of separation even though their magnitude remains constant. The maximum value of magnitude of resultant vector is A + B .It is obtained when vectors A → and B → has the same direction. This means that the angle between the vectors is 0 ° . The magnitude of resultant vector is minimum when they points in opposite direction

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ISBN: 9781285737027

Author: Raymond A. Serway, Chris Vuille

Publisher: Cengage Learning

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Scalars and Vectors are the classification of physical quantities that are used to denote various terms in physics.

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Chapter 3, Problem 1CQ

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The condition at which magnitude of resultant vector formed by the addition of vectors A→ and B→ is equal to the sum A+B and zero.

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Chapter 3, Problem 9WUE

Chapter 3, Problem 2CQ

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The condition at which magnitude of resultant vector formed by the addition of vectors A → and B → is equal to the sum A + B and zero.

Solution Summary: The author explains that the magnitude of resultant vector is equal to the sum A+B and zero when vectors have the same magnitude and opposite direction

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The condition at which magnitude of resultant vector formed by the addition of vectors A→ and B→ is equal to the sum A+B and zero.

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Chapter 3 Solutions