1. What is the measure for the following ∠?
m∠DOX?

40
80
120

2. m∠COX = m∠AOX + m∠

COX
COE
COA
COD

3. Which of the following angles has a measure of 20 degrees?

∠AOX
∠AOC
∠BOA

4. What is the measure for the following ∠?
m∠BOA??

20
40
60

5. What is the measure for the following ∠?
m∠EOD

20
120
140

1 What is the measure for the following mDOX 40 80 120 2 mCOX mAOX m COX COE COA COD 3 Which of the following angles has a measure of 20 degrees AOX AOC BOA 4 W class=
1 What is the measure for the following mDOX 40 80 120 2 mCOX mAOX m COX COE COA COD 3 Which of the following angles has a measure of 20 degrees AOX AOC BOA 4 W class=
1 What is the measure for the following mDOX 40 80 120 2 mCOX mAOX m COX COE COA COD 3 Which of the following angles has a measure of 20 degrees AOX AOC BOA 4 W class=
1 What is the measure for the following mDOX 40 80 120 2 mCOX mAOX m COX COE COA COD 3 Which of the following angles has a measure of 20 degrees AOX AOC BOA 4 W class=
1 What is the measure for the following mDOX 40 80 120 2 mCOX mAOX m COX COE COA COD 3 Which of the following angles has a measure of 20 degrees AOX AOC BOA 4 W class=

Respuesta :

Question 1:
 The angle m∠DOX is greater than 90 degrees, but less than 135 degrees.
 Looking at the diagram we see that:
 m∠DOX = 120 degrees.

 Question 2:
 The angle m∠COX is the sum of two angles that in total are 80 degrees.
 Therefore, the equation is:
 m∠COX = m∠AOX + m∠COA
 
 Question 3:
 
The BOA angle measurement is given by:
 BOA = 60 - 40
 BOA = 20 degrees
 Therefore, an angle that measures 20 degrees is:
 BOA.

 Question 4:
 
From the previous question we have:
 m∠BOA = 60 - 40
 m∠BOA = 20
 The measure of m∠BOA is 20 degrees

 Question 5:
 The measure of the angle EOD is given by:
 m∠EOD = 140 - 120
 m∠EOD = 20 degrees

Answer:

The angle m∠DOX is greater than 90 degrees, but less than 135 degrees.

Step-by-step explanation:

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