How would you use the distance formula to show that a parallelogram is a rectangle? Cio, 41BI5,4)d = Jx - x) + V2 - Yı).%3DIn the figure at the right, the length of AB isV(5-1) +(4-1) =4? +3=5.%3DIn the figure above right the length of BC is/(5-0) + (4- 4) = 52 +0? =5.So, AB = BC. The figure is an isosceles triangle.To find the midpoint of a side or diagonal, use the Midpoint Formula.X+ X2 Y1+ Y2M =2 2(1+5 1+46 5In the figure above, the midpoint of AB is2 2To determine whether line segments that form sides or diagonals are parallelor perpendicular, use the Slope Formula.m =X2 - X(4 –1) _ 3(5-1) 4In the figure at the right, the slope of AB istyS(5, 6)T(1, 3)B(5, 4)(6 – 3) 3(5-1) 4The slope of TS isThe line segments are%3Dparallel.A(1, 1)Lines with equal slopes are parallel.

Name: How would you use the distance formula to show that a parallelogram is
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: How would you use the distance formula to show that a parallelogram is a rectangle? Cio, 41BI5,4)d = Jx - x) + V2 - Yı).%3DIn the figure at the right, the length of AB isV(5-1) +(4-1) =4? +3=5.%3DIn the figure above right the length of BC is/(5-0) +