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- 1. Multiple Choice
The sides of parallelogram ABCD
are represented as shown.
Find DA.
10
24
12
30
- 2. Multiple Choice
In rhombus DOGS, DO = 2p + 9
and OG = 3p - 6.
Find GS.
3
19
15
39
- 3. Multiple ChoiceA ___________ is a quadrilateral with two sets or parallel sides and 4 congruent (equal) sides.trapezoidrhombusparallelogramrectangle
- 4. Multiple Choice
Diagonals Bisect each other. (Click all that apply)
Parallelogram
Rectangle
Rhombus
Square
Trapezoid
- 5. Multiple Choice
Opposite angles are supplementary (Click all that apply)
Parallelogram
Rectangle
Rhombus
Square
Isosceles Trapezoid
- 6. Multiple ChoiceFind the value of x.465129
- 7. Multiple ChoiceSolve for the variables.g=61, h=25g=60, h=9g=61, h=9
- 8. Multiple Choice
Which of the following is not a property of a rhombus?
Diagonals bisect corner angles
Diagonals are perpendicular
4 right angles
4 congruent sides
- 9. Multiple ChoiceIf the figure is a rectangle, the value of x is...2121328
- 10. Multiple ChoiceSolve for the variables.m=68, n=70m=35, n=70m=35, n=110m=68, n=110
- 11. Multiple ChoiceRhombus: Find the measure of ∠2:59°45°118°90°
- 12. Multiple Choice
Given parallelogram ABCD with
m∠B = 5x and m∠C = 3x+4.
Find the number of degrees in ∠D.
70
110
73
115
- 13. Multiple Choice
The diagonals of rectangle ABCD intersect at E. AE = x + 4 and CE = 3x - 12. Find BD.
8
12
16
24
- 14. Multiple Choice
In rhombus ABCD, m∠ECB = 5a+4 and m∠EBC = 8a - 5.Find m∠EBC.
39
43
47
51
- 15. Multiple Choice
Given trapezoid ABCD with median (labeled as shown).
Find EF.
8
14
17
19
- 16. Multiple Choice
In rectangle ABCD, AE = 3x + y,
EC = 2x + y + 7 and DE = 2y + 3x - 1. Find the values of x and y.
x = 7; y = 1
x = 7; y = -1
x = 2; y = 6.5
x = 4; y = -3.5
- 17. Multiple Choice
Given square ABCD with diagonals If DB = 7x + 1 and AE = 2x + 11, find EB.
7
14
25
50
- 18. Multiple Choice
Given parallelogram ABCD, labeled as shown. Find a and b.
a = 10; b = -30
a = 40; b = 10
a = 10; b = 40
a = 40; b = -10
- 19. Multiple Choice
Given square ABCD with diagonals The m∠DEC = 2a - b andm∠ABC = a + 2b. Find a and b.
a = 30; b = 30
a = 42; b = 24
a = 54; b = 18
a = 60; b = 15
- 20. Multiple Choice
Given square CANE with diagonals intersecting at B. m∠CNE = 3a + 2b,AC = 35, and CE = 6a + 5.Find the value of a + b.
a + b = 15
a + b = 20
a + b = 25
a + b = 45
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