Patrick B. answered 03/05/20
Math and computer tutor/teacher
distance = sqrt ( (20-15)^2 + (-13 - -8)^2)
= sqrt( 5^2 +(-5)^2)
= sqrt( 25 + 25)
= sqrt(50)
= sqrt(25*2)
= 5*sqrt(2)
midpoint ( (15+20)/2, (-13+-8)/2)
( 35/2, -21/2)
(17.5, -10.5)
Luke C.
asked 03/02/20for the point P(15,-13) and Q(20,-8), find the distance d(P,Q) and the coordinates of the midpoint M of the segment PQ
Patrick B. answered 03/05/20
Math and computer tutor/teacher
distance = sqrt ( (20-15)^2 + (-13 - -8)^2)
= sqrt( 5^2 +(-5)^2)
= sqrt( 25 + 25)
= sqrt(50)
= sqrt(25*2)
= 5*sqrt(2)
midpoint ( (15+20)/2, (-13+-8)/2)
( 35/2, -21/2)
(17.5, -10.5)
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