Angle Protractor Lab
Degrees as rotation
Rotate a ray freely. The baseline and vertex alignment matter as much as the number you read.
What this game shows · Angles as Rotation
An angle measures the rotation between two rays sharing a vertex. The protractor here lets you grab one ray and spin it freely — and the read-out follows the rotation, not the ink.
- Vertex
- the shared starting point of both rays.
- Baseline ray
- the ray at 0° — the protractor reads from it.
- Angle
- the amount of turn between the two rays, in degrees (0°–360°).
Aligned with CCSS 4.MD.C.6 (measure angles in whole-number degrees using a protractor).
Angle explorer
Degrees measure rotation away from the baseline.
Angle measurement, demystified.
01 What does an angle actually measure? Rotation
The amount of rotation from one ray to another sharing a vertex. A right angle is one quarter of a full turn — 90°.
02 Why two scales on a protractor? Two scales
Because angles can be read from either ray as the baseline. Pick the scale that starts at 0° on your fixed ray.
03 How do you avoid common protractor mistakes? Three checks
Center on the vertex (not the corner of the tool), align with the baseline ray (not the page), and read the scale that starts at 0° on the baseline.
04 Which grade is this game for? Grade 4
Grade 4, aligned with CCSS 4.MD.C.6. Direct ramp to angle relationships in Grades 5–7.