Find the components of vector V
a) v= <9,1>
b) v= <-5,3>
c) v= <6,1>
b) v= <5,7>

Answer:
<6,1>
To find the component of a vector, use the equation (Q1-P1, Q2-P2).
A vector is a quantity that has both magnitude and direction. The component of the vector V is <6,1>.
A vector is a quantity that has both magnitude and direction but not location in mathematics. Velocity and acceleration are two examples of such quantities.
The component of a vector V can be found using the formula,
[tex]< x,y > = < (x_2-x_1),(y_2-y_1) >[/tex]
Since the coordinate of the vector v are (-2,3) and (4,4), therefore, the components can be written as,
[tex]< V_x,V_y > = < (4-(-2)),(4-3) > = < 6,1 >[/tex]
Thus, the component of the vector V is <6,1>.
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