Question

What is the dot product of two unit parallel vector?

Answer 1

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$\bold{\underline{\underline{QUESTION}}}$

WHAT IS THE DOT PRODUCT OF TWO UNIT PARALLEL VECTOR ?

$\bold{\underline{\underline{ANSWER}}}$

THE ANSWER TO THIS QUESTION IS

0

$\bold{\underline{\underline{Step\:To\:Step\:Explanation}}}$

IF SUPPOSE THE TWO VECTORS BE A & B

THEN AS WE KNOW CROSS PRODUCT MEANS SINE PRODUCT

THEREFORE, A × B = |A| |B|

THIS EQUALS = |A| |B|

SINCE SIN THETA IS 0 WHEN YHE ANGLE B/W TWO VECTORS ARE 0, SINCE THEY ARE PARALLEL

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