Figures in the Coordinate Plane

Question 1

Triangle ABC is an isosceles triangle in which sideAB = AC. What is the perimeter of triangle ABC?

Revolt · Accepted Answer

10 + units

Question 2

–101

Revolt · Accepted Answer

1

Question 3

(0, 4) (2, 2)(4, 2)

Revolt · Accepted Answer

(2, 2)

Question 4

(4, 0)(2, 2)(2, 4)

Revolt · Accepted Answer

(2, 2)

Question 5

–101

Revolt · Accepted Answer

1; The slope of XV is .: 1; The slope of UW is .: –1; Step 3: The slopes of the diagonals are .: negative reciprocals; The diagonals of kite UVWX are .: perpendicular

Question 6

parallel and share the same midpointperpendicular and share the same midpointthe same length

Revolt · Accepted Answer

perpendicular and share the same midpoint

Question 7

23364665

Revolt · Accepted Answer

46

Question 8

[___] units

Revolt · Accepted Answer

20

Question 9

Prove the diagonals of the square with vertices P(0, 4), Q(4, 4), R(0, 0), and S(4, 0) are perpendicular bisectors of each other. Step 1: Calculate the slope of the diagonals.

Revolt · Accepted Answer

The slope of diagonal PS is .: –1; The slope of diagonal QR is .: 1; The midpoint of PS is .: (2, 2); The midpoint of QR is .: (2, 2); The diagonals of the square are perpendicular bisectors because the diagonals are .: perpendicular and share the same midpoint

Question 10

–10undefined

Revolt · Accepted Answer

–1; The slope of diagonal PS is .: –1; The slope of diagonal QR is .: 1; The midpoint of PS is .: (2, 2); The midpoint of QR is .: (2, 2); The diagonals of the square are perpendicular bisectors because the diagonals are .: perpendicular and share the same midpoint

Figures in the Coordinate Plane Answers

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