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Construct an is isosceles triangle in which each equal sides are 6.5 cm and the included angles 110°.?
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Constructing an Isosceles Triangle with Given Specifications:

Step 1: Draw a Line Segment
- Start by drawing a line segment of 6.5 cm. This will be the base of the triangle.

Step 2: Constructing the Equal Sides
- Using a compass, draw two arcs with a radius of 6.5 cm from each endpoint of the base. These arcs will intersect above the base.

Step 3: Connecting the Endpoints
- Connect the points where the arcs intersect with the endpoints of the base. This will create the two equal sides of the triangle.

Step 4: Measuring the Included Angles
- Use a protractor to measure an angle of 110° at each of the endpoints of the base. These will be the included angles of the isosceles triangle.

Step 5: Completing the Triangle
- Connect the endpoints of the equal sides to form the third side of the triangle. The triangle is now complete.

Conclusion:
- By following these steps, you can construct an isosceles triangle with equal sides of 6.5 cm and included angles of 110°. This triangle will have two congruent sides and two congruent angles, making it an isosceles triangle.

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Construct an is isosceles triangle in which each equal sides are 6.5 cm and the included angles 110°.?
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