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8.4 – Properties of Rhombuses, Rectangles And Squares. Rhombus:. Parallelogram with 4 congruent sides. Diagonals are . Diagonals bisect opposite angles. Rectangle:. Parallelogram with 1 right angle. Diagonals are congruent. Square:. A rectangle that is a rhombus.
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8.4 – Properties of Rhombuses, Rectangles And Squares
Rhombus: • Parallelogram with 4 congruent sides • Diagonals are • Diagonals bisect opposite angles
Rectangle: • Parallelogram with 1 right angle • Diagonals are congruent
Square: • A rectangle that is a rhombus
1. Name the type of parallelogram. Explain. Rhombus Diagonals are
1. Name the type of parallelogram. Explain. Rectangle 1 right angle
1. Name the type of parallelogram. Explain. Rhombus 4 sides
1. Name the type of parallelogram. Explain. Square 4 congruent sides and all angles are right angles.
1. Name the type of parallelogram. Explain. Rectangle Diagonals are
1. Name the type of parallelogram. Explain. Square Rectangle from diagonals being Rhombus from diagonals being
2. The diagonals of rhombus PQRS intersect at T. Given that mRPS = 30° and RT = 6, find the indicated measure. mQPR = 30° 30°
2. The diagonals of rhombus PQRS intersect at T. Given that mRPS = 30° and RT = 6, find the indicated measure. 90° mQTP = 90° 30°
2. The diagonals of rhombus PQRS intersect at T. Given that mRPS = 30° and RT = 6, find the indicated measure. 90° RP = 12 30°
3. The diagonals of rectangle WXYZ intersect at P. Given that mYXZ = 50° and XZ = 12, find the indicated measure. WXZ = 40°
3. The diagonals of rectangle WXYZ intersect at P. Given that mYXZ = 50° and XZ = 12, find the indicated measure. PY = 6
4. The diagonals of square DEFG intersect at H. Given that EH = 5, find the indicated measure. GHF = 90°
4. The diagonals of square DEFG intersect at H. Given that EH = 5, find the indicated measure. DGH = 45°
4. The diagonals of square DEFG intersect at H. Given that EH = 5, find the indicated measure. HF = 5
HW Problem #26 Ans: Rhombus all sides are congruent x + 104 = 180 3y = y + 8 y = 4 x = 76°