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Transcript 
Geometry
Review Day
Chapter 1
Section 1
Q#1
 A(n)
_______________ divides an angle into
two congruent angles.
Answer
 Angle
bisector
Q#2
 ________
are two angles whose measures
have a sum of 90
Answer
 Complementary
angles
Q#3
 Name
three coplanar points
Answer
 B,C,E
Q#4
 Name
two opposite rays
Answer
CB and CD
Q#5
 Name
a plane containing E, D, and B.
Answer
 Plane
t
Q#6
 Draw
q
and label a line containing p and
Answer

p
q
Q#7
 Draw
and label a pair of opposite rays
both containing c
Section 2
Q#8
Y
is between x and z, XY is 13.8 and XZ is
21.4. Find YZ.
Answer
 7.6
Q#9
Q
is between P and R. PQ is 3x , QR is
6x+4 and PR is 14x-6. Find PR
Answer
 22
Q#10
U
is the midpoint of TV, TU=3x+4, and
UV=5x-2. Find TU,UV and TV
Answer
 13,13,26
Section 3
Q#11
Classify each angle as acute,
right, or obtuse
1. XTS
2. WTU
Answer
 1.
acute
 2. right
Q#12
K
is in the interior of LMN, mLMK
=52°, and mKMN = 12°. Find mLMN.
Answer
 64
degrees
Q#13

BD bisects ABC, mABD =
, and mDBC = (y + 4)°. Find mABC
Answer
 32
degrees
Q#14
 6.
mWYZ = (2x – 5)° and mXYW =
(3x + 10)°. Find the value of x.
Answer
 35
Section 4
Q#15
 mA
= 64.1°, and mB =(4x – 30)°.
Find the measure of each of the
following.
 1.
supplement of A
 2.
complement of B
 1.
115.9
 2. 120-4x
Q#16
 mXYZ
20)°.


= 2x° and mPQR = (8x -
If XYZ and PQR are supplementary,
find the measure of each angle.
Answer
 40,140
Q#17
 mXYZ
20)°.
= 2x° and mPQR = (8x -
If XYZ and PQR are complementary,
find the measure of each angle.
Answer
 22,68
Section 5
Q#18
 Find
the area and perimeter
Answer
 23.04
cm2; 19.2 cm
Q#19
 Find
the area and perimeter
answer
 10x;
4x + 16
Q#20
 Find
the circumference and area of
each circle. Leave answers in terms
of .

radius 2 cm
Answer
 4²
cm; 4 cm2
Q#21
 Find
the circumference and area of
each circle. Leave answers in terms
of .
diameter 12 ft
Answer
 362
ft; 12 ft2
Q#22
 The
area of a rectangle is 74.82 in2, and
the length is 12.9 in. Find the width.

Answer
 5.8
inches
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