Geometry 1
Geometry 2
Geometry 3
Geometry 4
Geometry 5
Geometry 6
Geometry 7
Geometry 8
Geometry 9
Geometry 10
Geometry 11
Geometry 12
100
100
100
100
100
100
100
What is the radius of a circle with circumference 44inches?
7
100
x=3
100
A triangle has an opposite side of 23m and the hypotenuse is 32m. Find the given angle.
46 degrees
100
What is tan 65 degrees?
2.145
100
What is cos 15 degrees?
0.966
100
Determine is Segment AB is tangent to Circle C.
(Be careful to use each whole side; a, b, and c)
350.44>324, No
200
200
SBE
200
200
Bisect the line
200
Bisect the angle
200
200
Find BC.
17
200
x=2
200
Solve triangle ABC if A=44, C=55, b=175.
Use Law of Sines.
B=81, a= 123, c=145
200
A triangle has an opposite side of 12m and the adjacent is 15m. Find the given angle.
39 degrees
200
What is sin 50 degrees?
0.766
200
233 degrees
300
300
300
300
300
Construct an angle ABC at 60° on AB
300
300
Find the sum of the measures of a regular 15-gon.
2340 degrees
300
What makes an isosceles trapezoid different from a trapezoid?
Two congruent sides.
300
Solve for triangle ABC if A=49, b=15, c=25.
Use Law of Cosines.
B=37, C=94, a=18.9
300
In triangle ABC if A=46 degrees C=83 degrees and c=21 what is the length of a?
Use Law of Sines.
15.2
300
Given the equation (x-h)2 + (y-k)2 = r2, what is the center of the circle?
(h, k)
300
FInd the m<JML
m<JML=90
400
400
400
400
Bisect the line
Bisect the line
400
Construct an angle ABC at 60° on AB
400
400
Find the area.
25.92 mi^2
400
Find the sum of the measures of the exterior angles of a 33-gon.
360 degrees
400
Solve for theta.
sin(theta)=0.174
theta=10^o
400
In triangle ABC find the length of a when b=5 c=7 and A=28 degrees.
Use Law of Cosines.
3.5
400
Name a Minor Arc.
Arc KL, Arc LM, Arc NM, Arc KN, or Arc KM
400
Determine is Segment AB is tangent to Circle C.
(Be careful to use each whole side; a, b, and c)
144=144, yes!
500
500
500
500
Bisect the line
Bisect the line
500
500
500
26.8 units
500
Find the area.
278.89ft^2
500
Solve for theta.
cos(theta)=0.906
theta=25^o
500
A triangle has the opposite side of 10m and the hypotenuse has x, the given angle is 34 degrees. What is the value of x?
17.88
500
Name a Central Angle.
Angle NPM or Angle MPL
500
323 degrees
600
600
XZ
600
600
600
600
600
O(19,15)
600
x=58
74 degrees
600
Solve for theta.
tan(theta)=0
theta=0^o
600
A triangle has an adjacent side of x and the hypotenuse is 29, the given angle is 21 degrees. What is the value of x?
20.07
600
Name an inscribed angle.
Angle KLN or Angle NLM
600
Solve for X.
x=8
700
700
AAS
700
700
Bisect the angle
700
Construct a 45* angle
You have 60 seconds
700
DAILY DOUBLE DAILY DOUBLE DAILY DOUBLE
700
97 degrees
700
a=3
700
A triangle has an opposite side of 45m and the adjacent is 50m. Find the given angle.
42 degrees
700
A triangle has an adjacent side of 6m and the opposite has x, the given angle is 15 degrees. What is the value of x?
1.61
700
Name a chord.
Segment KL, Segment LM, or Segment NL (diameter).
700
Solve for x to the nearest hundredth.
(Be careful to use the FULL hypotenuse)
x=17.23
800
800
y=20
800
x=20
800
800
800
a=22
800
Find the measure of an interior angle of a regular 14-gon. Round to the nearest tenth if necessary.
154.3 degrees
800
Find the measure of one exterior angle of a regular 72-gon.
5 degrees
800
In triangle ABC if B=39 degrees a=6,and b=10 what is the measure of angle A?
Use Law of Sines
22.2 degrees
800
A triangle has an adjacent side of 19m and the hypotenuse is 45m. Find the given angle.
65 degrees
800
Name a tangent.
Line JN
800
Solve for X.
x=17
900
900
x=28
900
x=150
900
X=60
900
900
x=18
900
Square
900
Find the area.
957.44 mi^2
900
In triangle ABC a=8 b=7 and c=5. Find the measure of angle B.
Use Law of Cosines.
60 degrees
900
In triangle ABC if A=62 degrees B=41 degrees and c=16 what is the length of b?
Use Law of Sines
10.8
900
If the circumference of a circle is 36, find the radius, diameter, and area.
What is Radius=3.6 Diameter=6.2 Area=72
900
If m<PQS=6x+1 and m< PRS=34-5x, find Arc PS.
Arc PS = 38 degrees
1000
1000
1000
x=35
1000
1000
x=40
1000
1000
BD=17.5cm
CD=20.5cm
Perimeter of triangle CDE = 38cm
1000
40 degrees
1000
Solve for theta.
sin(theta)=0.707
theta=45
1000
In triangle ABC a=2 b=8 and C=55 degrees. What is the length of c?
Use Law of Cosines.
7
1000
Write the equation of the circle with center (-2, 4) and diameter of 10.
(x+2)2 + (y - 4)2 = 25
1000
Solve for x to the nearest tenth.
(Be careful to use each FULL side; a, b, and c.)
x=6.8
1100
1100
e=29
1100
BONUS POINTS: +5 if answered correctly. Note this on your side paper
BONUS POINTS: +5 if answered correctly. Note this on your side paper
1100
1100
1100
1100
Find AD.
10
1100
Squares are ___ regular polygons.
Always
1100
Solve for theta.
cos(theta)=0.5
theta=60
1100
A triangle has the hypotenuse at 8cm and the opposite has an x, the given angle is 62 degrees. What is the value of x?
7.06
1100
Write the equation of the circle with diameter endpoints (-7, 1) and (1, 1).
(x + 3)2 + (y -1)2 = 16
1100
Find the measure of Arc EF.
Arc EF = 112 degrees
1200
m=65
h=85
1200
x=124
1200
True or False X=73.5
TRUE X=73.5
1200
1200
x=89
1200
12x=156
x=13
1200
Find the measure of each interior angle of a regular octagon.
135 degrees
1200
Solve ABC if B=95, C=34, a=88.
Use Law of Sines
A=51, b=112.8, c=63.3
1200
Solve for theta.
tan(theta)=1
theta=45^o
1200
A triangle has an adjacent side of 15m and the hypotenuse has x, the given angle is 57 degrees. What is the value of x?
27.54
1200
Determine the center and radius of the circle with this equation: x2 - 8x + y2 = 84
(4, 0)
r = 10
1200
If m<BCD=7x+10 and Arc BAD=19x-50, find Arc BAD.
216 degrees
1300
TRUE OR FALSE
FALSE M=36
1300
a=92
1300
1300
X=38
1300
x=50
1300
Find the value of each pronumeral
m=
h=
1300
Find the missing length given the area. Round to the nearest tenth if necessary.
3.2km
1300
Solve for triangle XYZ if y=78, z=54 and X=100
Use Law of Cosines.
B=49, C=31, a=102.3
1300
A triangle has an opposite side of 12m and the adjacent is 15m. Find the length of the 3rd side.
19.21m
1300
A triangle has an adjacent side of x and the opposite is 89m, the given angle is 28 degrees. What is the value of x?
167.38
1300
Write the equation of a circle given its center is at (1,2) and it contains a point (0,6).
(x - 1)2 + (y - 2)2 = 17
1300
If Segment DE and Segment EF are tangent to circle G, find EF.
EF=51