Original ordered pairs square root 5 square root 3square roo

Original ordered pairs (square root 5, square root 3)(-square root 20, - square root 12) Work for finding midpoint: M = (square root S + square root 20/2) (- square root 3 _1^+ - square root 12/2)

Solution

Points ( sqrt5 , sqrt3) and ( -sqrt20 , -sqrt12)

Midpoint = (x1 +x2)/2 , (y1 +y2)/2

= (sqrt5 -sqrt20)/2 , ( sqrt3 -sqrt12)/2

= ( sqrt5 - sqrt(4*5) )/2 , ( sqrt3 -sqrt(4*3) )/2 -----> taking out sqrt4 = 2 outside sqrt sign

=( sqrt5 - 2sqrt5)/2 , ( sqrt3 -2sqrt3)/2

Ordered pair of Midpoint = { -sqrt(5)/2 , - sqrt(3)/2 }