## How do you construct a 60 degree angle and bisect it?

- Draw a line segment PQ.
- Draw an arc of any length from P, which cuts PQ at S.
- Draw an arc T of length PS from S. Angle TPS is 60o.
- Draw two arcs from S and T, and mark their point of intersection as R. Join PR. Angle RPS is 30 degrees. Was this answer helpful?

### How do you construct an angle of 60 degrees to draw first?

To construct a 60° angle, we first draw a line of any length. Then using a compass, we use this as a base to construct an equilateral triangle.

**How do you construct an angle of 60 degree at the initial point of a given Ray?**

To construct an angle of 60° at the initial point of a given ray

- Draw a ray OA.
- With center O and any radius draw an arc with the help of compasses, cutting the ray OA at B.
- Without changing the radius (From step-2) taking B as center draw an arc that cuts the previous arc at C.
- Join OC and produce it to obtain ray OD.

**Is it possible to construct a triangle whose angles are 60 70 and 60?**

According to the angle sum property which says all the angles of triangles sum up to 180 degrees, it is NOT possible to construct a triangle whose angles are 60 degrees, 70 degrees, and 60 degrees as the sum of all the three angles is not equal to 180 degrees.

## What is the angle of 60 degree?

60 degree angle is an acute angle, as angles smaller than a right angle (less than 90°) are called acute angles. In the case of a geometric angle, the arc is centered at the vertex and constrained by the sides….60 Degree Angle.

1. | Meaning of 60 Degree Angle |
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5. | Practice Questions on 60 Degree Angle |

6. | FAQs on 60 Degree Angle |

### Can we construct a triangle with angles of measure 70 40 60?

No the traingle cannot be constructed because these angles sum up with on 170 Degree where the angle sum property of a triangle is 180 degrees thus it is violating the angle sum property of a triangle….

**Can you construct a triangle with angles 60 80 and 50 why?**

1 Expert Answer To be a triangle, the angles need to add up to exactly 180 degrees. No more and no less. These three angles (50, 60, 80) add up to 190, so they cannot form a triangle.