Question

If A and B are two points. P is the midpoint of AB. Writé coordinate of P

a. (3,2)
b. (4,2)
c. (5,5)
d. (1,2)​

Answer 1

P(x, y) = ( ( x1 +x2) /2 , (y1, y2) /2 )

Step-by-step explanation:

Let (x1, y1) be the coordinates of A and (x2, y2) be the coordinates of B.

As, P is midpoint so the ratio is 1:1.

So,

P(x, y) = ( ( m2 × x1 + m1 × x2 )/ (m1 + m2) , ( m2 × y1 + m1 × y2)/ (m1+ m2) )

Thus, P(x, y) = ( ( x1 +x2) /2 , (y1, y2) /2 )

Answer 2

Step-by-step explanation:

If A have points (X1, Y1) and B have points (X2, Y2) then,

P is a midpoint of AB.

#By midpoint formula ,

P=( x1+x2 ÷2 , Y1+Y2÷2 )

Hope this helps you,

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