Geometry Help
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Homework: A.1, A.2 and A.3 Joseph Sigmon
Question 1 1/1 pt 4 99
Question 2 0/1 pt 5 99
Choose the correct words to fill in the blanks below.
line segment midpoint complementary congruent vertical supplementary vertex endpoint ray
1. A Ray is a Line segment that extends indefinitely
in one direction, and starts with a point or Endpoint .
2. The Midpoint of a line segment is the point that divides the segment into
two segments of equal length.
3. The common end point of two rays that form an angle is called the Vertex
.
4. Two angles that add to are called Complementary angles, whereas, two angles
that add to are called Supplementary angles.
5. When two angles are Vertical , then they are Congruent
and have equal measure.
90∘
180∘
Use the numberline below to answer the following questions.
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Question 3 0/1 pt 5 99
Question 4 0/1 pt 5 99
a. What is the distance from to ?
b. What is the distance from to
c. Find .
d. Find .
e. What is the midpoint of ?
1
f. What is the midpoint of ?
B L
K C ?
¯̄¯̄¯̄¯DK
¯̄¯̄¯̄AC
¯̄¯̄¯̄CK
¯̄¯̄¯̄AH
The figure shows between and .
a. Find : b. Find :
c. Find : d. Find :
e. What is the coordinate of ?
M A B
−15 21
3x − 1 6x + 1
x ¯̄¯̄¯̄¯AM
¯̄¯̄¯̄¯M B ¯̄¯̄¯̄AB
M
The figure shows between and . M A B
x 2 2x 4x + 1
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Question 5 0/1 pt 5 99
Question 6 0/1 pt 5 99
Question 7 0/1 pt 5 99
a. Find : b. Find :
c. Find : d. Find :
e. What is the coordinate of ?
−13 23
x − 2x 4x + 1
x ¯̄¯̄¯̄¯AM
¯̄¯̄¯̄¯M B ¯̄¯̄¯̄AB
M
Use the numberline below to answer the following question.
Is ? CG + GH = CH ?
Use the numberline below to answer the following question.
Is ? IA + AL = IL ?
is the midpoint of the line B ¯̄¯̄¯̄AC.
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Question 8 0/1 pt 5 99
Question 9 0/1 pt 5 99
a. b.
c. d.
5(x + 3) x + 7
x = ¯̄¯̄¯̄AB =
¯̄¯̄¯̄BC = ¯̄¯̄¯̄AC =
bisects .
Note: Figure not necessarily drawn to scale.
a.
b. degrees
c. degrees
d. degrees
¯̄¯̄¯̄BC ∠ABD
(6x + 1) ∘
(7x − 4) ∘
x =
∠ABC =
∠CBD =
∠ABD =
bisects . ¯̄¯̄¯̄BC ∠ABD
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Question 10 0/1 pt 5 99
Question 11 0/1 pt 5 99
Note: Figure not necessarily drawn to scale.
a.
b. degrees
c. degrees
d. degrees
(6x + 8) ∘
(7x − 5) ∘
x =
∠ABC =
∠CBD =
∠ABD =
bisects .
Note: Figure not necessarily drawn to scale.
a.
b. degrees
c. degrees
d. degrees
¯̄¯̄¯̄BC ∠ABD
(6x + 4) ∘
(7x − 7) ∘
x =
∠ABC =
∠CBD =
∠ABD =
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Question 12 0/1 pt 5 99
Solve for the angles below.
Note: Figure not drawn to scale.
a. Find . degrees
b. Find . degrees
c. Find . degrees
50∘
m∠2
m∠3
m∠4
Solve for the angles below.
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Question 13 0/1 pt 5 99
Note: Figure not drawn to scale.
a. Find . degrees
b. Find . degrees
c. Find . degrees
34∘
m∠AM D
m∠DM B
m∠CM B
Solve for the angles below.
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Question 14 0/1 pt 5 99
Note: Figure not drawn to scale.
a. Find .
b. Find . degrees
c. Find . degrees
d. Find . degrees
(6x + 8) ∘
118∘
x
m∠1
m∠3
m∠4
Solve for the angles below.
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Question 15 0/1 pt 5 99
Note: Figure not drawn to scale.
a. Find .
b. Find . degrees
c. Find . degrees
d. Find . degrees
e. Find . degrees
(7x + 10) ∘
(14x + 2) ∘
x
m∠1
m∠2
m∠3
m∠4
Use the information provided in the figure to answer the questions below.
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Question 16 1/1 pt 4 99
Question 17 0/1 pt 5 99
Note: Figure not necessarily drawn to scale.
a.
b. °
c. °
(5x − 16) ∘
(4x − 20) ∘
x =
m∠ABC =
m∠CBD =
Two angles are complementary angles. If one of the angles is , then solving the equation will give you the other angle. Solve the equation.
63 °
27∘
x + 27∘ = 90∘
Solve for the angles below.
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Note: Figure not drawn to scale.
a. Find .
b. Find . degrees
c. Find . degrees
d. Find . degrees
e. Find . degrees
(x2 + 4x) ∘
(8x + 21) ∘
x
m∠1
m∠2
m∠3
m∠4