Question

A vector is said to be the_ vector of the other,if their magnitudes are equal but directions are opposite

Answer 1

Step-by-step explanation:

a vector -b vector , a vector + b vector both have same magnitude

Answer 2

A vector is said to be the Zero vector of the other if their magnitudes are equal but directions are opposite.

• Presuming that we have to add or subtract two vectors then the corresponding component in the X direction, Y direction, and Z direction are either added or subtracted. Thus, The sum of two vectors is known as a resultant vector.

• When the given two vectors are of equal magnitudes but they are in opposite directions then they will cancel each other and the resultant vector will be a zero vector.

• When two vectors are added then the X- component will be the sum of X- components of two vectors, the Y- component will be the sum of Y- components of two vectors, and the Z- component will be the sum of Z- components of the two vectors.

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