Question

Use the protractor tool to measure the angles in the diagram.



mAngleSUT equals
degrees.

mAngleTUW equals
degrees.

AngleTUW is a(n)
angle.

AngleSUT is a(n)
angle.

AngleTUW and AngleSUT are
angles.

Answer 1

I don't see the diagram — can you upload the image or describe the positions/coordinates of points S, U, T, W (for example, "U is at (0,0), T at (1,0), S at (−1,1), W at (2,−1)" or say which rays are collinear)?

If you want to measure it yourself with a protractor, follow these steps and then tell me the measured values (or upload a photo of your measurement) and I'll fill in the blanks:

How to measure each angle with a protractor
1. Put the protractor center (the small hole or cross) exactly on vertex U.
2. Align the baseline (the 0°–180° line) of the protractor with one ray of the angle:
- For angle SUT align the baseline with ray US or UT.
- For angle TUW align the baseline with ray UT or UW.
3. Read the number on the protractor where the other ray crosses the protractor scale.
- Make sure you read the correct scale (inner vs outer) based on which direction you aligned the baseline.
4. If you aligned with UT for both angles, note that SUT + TUW = the measure from SU to UW around U (if SU and UW are opposite rays that sum is 180°).

Angle type rules
- acute: < 90°
- right: = 90°
- obtuse: > 90° and < 180°
- straight: = 180°
- reflex: > 180° and < 360°

Relationship between the two angles
- If angles SUT and TUW share vertex U and share side UT, they are adjacent.
- If additionally SU and UW are opposite rays (S, U, W are collinear and on opposite sides of U), then SUT and TUW form a linear pair and are supplementary (their measures add to 180°).

If you upload the diagram or tell me the measured degrees you got, I will fill in:
- m∠SUT = ___ degrees
- m∠TUW = ___ degrees
- Angle TUW is a(n) ___ angle
- Angle SUT is a(n) ___ angle
- Angle TUW and Angle SUT are ___ angles.