The sum of two parallel vectors always results in a a.) with a larger magnitude than either of the original vectors b.) with a smaller magnitude than either of the original vectors c.) parallel to the original vectors d.) perpendicular to the original vectors i will mark brainiest to the correct

Sum of two parallel vectors always results in a vector Parallel to the original vectors.

Option C.

Explanation:

Two vectors are parallel, if they have the same or opposite direction.

Parallel vectors behave like numbers on a number line. To get the resultant vector, we add the magnitude of vectors in the same direction and subtract the magnitude of vectors in opposite direction.

Example, given two parallel vectors, a and b;

a = (3,5), b = (-2,7)

The resultant vector R = a + b = (3-2, 5+7)

R = (1, 12), If you plot this in a graph, you will observe that the resultant vector is Parallel to the original vectors.

Therefore, sum of two parallel vectors always results in a vector Parallel to the original vectors.

The correct option is C

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