Angle — 35° (Acute Angle) — free printable diagram

Free maths resource for teachers · CC BY-NC 4.0

Angle — 35° (Acute Angle)

About this illustration

Two rays meeting at a vertex forming an angle of 35 degrees. Arc indicator shaded in navy between the rays. Classified as acute angle. For teaching geometry, angles, protractor work.

What is a 35 degree angle?

A 35 degree angle (35°) is an acute angle — it measures less than 90°, so the opening is narrower than a square corner. This diagram shows 35° opened between two arms meeting at a vertex.

Measure
35°
Type of angle
Acute angle
Complement (adds to 90°)
55°
Supplement (adds to 180°)
145°
Reflex angle on the other side
325°
In radians
7π/36 (≈0.611)
Fraction of a full turn
7/72 of a turn
  • A 35° angle is an acute angle because it measures less than 90°, so the opening is narrower than a square corner.
  • Angles on a straight line add up to 180°, so the angle next to this one measures 180° − 35° = 145°.
  • Two angles that add up to 90° are complementary, so the complement of 35° is 90° − 35° = 55°.
  • Angles round a point add up to 360°, so the reflex angle on the other side of these arms measures 360° − 35° = 325°.
  • To measure or draw it, put the centre of the protractor on the vertex where the two arms meet, line one arm up with the 0° mark, and read the scale that starts at 0° on that arm until you reach 35°.
  • In radians, 35° × π/180 = 7π/36, which is about 0.611.

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