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Chapter 7 Extra Practice/Review
This is a sample of possible questions that you may see on the Chapter 7 Individual Test. However,
this is not a complete list – other topics will be covered, too.
A
1. If AD || BC and AB || CD, prove 1  2
4
R:
R: Given
R:
3
1
5
2
R: Given
D
6
C
B
R:
R:
R:
2. Consider the points M(-2, 5) and A(-5, -3).
a. Find the midpoint of segment MA.
b. Find the length of segment MA.
3. a. Name a midsegment in the figure below.
b. What is the relationship between the midsegment and the third side of the triangle?
c.
If BE = 5, AB = 12, and DE=8, find….
EC = ____
DF=____
BC=____
AD = ____
DB=____
EF=____
AF = ____
FC=____
AC=____
4. Find perimeter
5. Find the missing angles.
6. Graph the points A(3, 4), B(5, 7), and C(9, 6). Which point (A or C) is closer to point B? Show
work.
7. M(1, 7), N(−2, 2), P(3, −1), for line segments MP and NP, find the slopes of MP and NP . What can
you conclude about ∠MNP?
1. AD ll BC, AB ll CD, 35, , 46, AC  AC, ABCCDA, , 12
2. (-3.5, 1) b. 8.54
3. a. DE, EF, EF
b. Midsegments are half the length of the parallel side. c. EC = 5, DF=5, BC=10, AD = 6, DB=6, EF=6, AF =8, FC=8, AC=16
4. 9.32 5.a 51.36 b. 37.87 6. A is closer 7. mMP=-4, mNP=-3/5, not 90
Para
llelo
gra
m
Rect
angl
e
Kite
Any lower base angle is supplementary to any upper base
angle
The upper base angles are congruent
The lower base angles are congruent
The bases are parallel
The non-parallel legs are congruent
All four sides are congruent
The diagonals divide the quadrilateral into 4 congruent right
triangles
The diagonals form 4 isosceles right triangles
One diagonal bisects a pair of opposite angles
One diagonal is the perpendicular bisector of the other.
Both diagonals bisect the pairs of opposite angles
Diagonals are perpendicular
Diagonals bisect each other
Diagonals are congruent
All angles are right angles
Consecutive angles are supplementary
Both pairs of opposite angles congruent
One pair of opposite angles congruent
Two disjoint pairs of consecutive sides congruent
Both pairs of opposite sides congruent
One pair of opposite sides congruent
Both pairs of opposite sides parallel
One pair of opposite sides parallel
Four - sided
Properties of Quadrilaterals – Summary
Rho
mbu
s
Squ
are
Isos
cele
s
Trap
ezoi
d
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