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Find the measures of angles 1, 2, and 3. (Hint: Find mangle∠1, then mangle∠2, and then mangle∠3.) 11 22 33 85 degrees85° 3...Asked by Emerson
Find the measures of angles 1, 2, and 3.
(Hint: Find mangle∠1, then mangle∠2, and then mangle∠3.)
11
22
33
75 degrees75°
30 degrees30°
45 degrees45°
left parenthesis The figure is not to scale. right parenthesis(The figure is not to scale.)
Question content area bottom
Part 1
The measure of angle 1 is enter your response heredegrees°.
(Simplify your answer. Type an integer or a decimal.)
(Hint: Find mangle∠1, then mangle∠2, and then mangle∠3.)
11
22
33
75 degrees75°
30 degrees30°
45 degrees45°
left parenthesis The figure is not to scale. right parenthesis(The figure is not to scale.)
Question content area bottom
Part 1
The measure of angle 1 is enter your response heredegrees°.
(Simplify your answer. Type an integer or a decimal.)
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To solve for the measures of angles 1, 2, and 3, we need to use the information and relationships between the angles you've provided.
### Step 1: Find the measure of angle 1.
If angle 1 is given as \(75^\circ\), then:
- \[
m\angle 1 = 75^\circ
\]
### Step 2: Find the measure of angle 2.
You mentioned angles labeled as "22" and "30 degrees." Assuming angle 2 is \(30^\circ\), we have:
- \[
m\angle 2 = 30^\circ
\]
### Step 3: Find the measure of angle 3.
You also mentioned angles labeled as "33" and "45 degrees." Assuming angle 3 is \(45^\circ\), we have:
- \[
m\angle 3 = 45^\circ
\]
### Final Answers
- The measure of angle 1 is **75 degrees**.
- The measure of angle 2 is **30 degrees**.
- The measure of angle 3 is **45 degrees**.
If there are relationships between these angles or specific relationships based on a diagram that you're analyzing (like supplementary or complementary angles), please provide those details so I can assist you further!
### Step 1: Find the measure of angle 1.
If angle 1 is given as \(75^\circ\), then:
- \[
m\angle 1 = 75^\circ
\]
### Step 2: Find the measure of angle 2.
You mentioned angles labeled as "22" and "30 degrees." Assuming angle 2 is \(30^\circ\), we have:
- \[
m\angle 2 = 30^\circ
\]
### Step 3: Find the measure of angle 3.
You also mentioned angles labeled as "33" and "45 degrees." Assuming angle 3 is \(45^\circ\), we have:
- \[
m\angle 3 = 45^\circ
\]
### Final Answers
- The measure of angle 1 is **75 degrees**.
- The measure of angle 2 is **30 degrees**.
- The measure of angle 3 is **45 degrees**.
If there are relationships between these angles or specific relationships based on a diagram that you're analyzing (like supplementary or complementary angles), please provide those details so I can assist you further!
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