sophiamayy124
Answered

Given a vector with the initial point, (5,1) and the terminal point, (-4,0), find the vector in component form.
• (-9,-1)
(1,-1)
(1,1)
(9,1)

Answer :

ingmanuelduarte
Calculate vector coordinates
AB if A (5,1) and B (-4,0)

Solution: AB = {-4-5} + {0-1}
                   AB = -9, -1
Final solution {-9, -1}

Vector in component form is equals to (-9,-1).

What is vector?

" Vector is defined as the quantity which has both magnitude and direction."

According to the question,

Initial point of the vector = (5 , 1)

Terminal point of the vector = (-4 , 0)

'A' represents the initial point

'B' represents the terminal point

Vector 'AB' in component form [tex]= (-4-5, 0-1)[/tex]

                                                     [tex]= (-9, -1)[/tex]

Hence, vector in component form is equals to (-9,-1).

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