1 |
We can compare two line segments by measuring their. |
- A. Length
- B. Widths
- C. Heights
- D. Depth
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2 |
A triangle in which all three sides are equal and all three angles are equal is. |
- A. Equilateral
- B. Isosceles
- C. Right -angle
- D. Acute -angle
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3 |
In an isosceles triangle , the angle formed by its legs is called. |
- A. Vertex angles
- B. Base angle
- C. obtuse angle
- D. Acute angle
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4 |
Congruent line segments are such line segments which have. |
- A. Shorter lengths
- B. Longer lengths
- C. Vertical lengths
- D. Equal lengths
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5 |
In a parallelogram, the sum of interior triangles is. |
- A. 120<sup>o</sup>
- B. 180<sup>o</sup>
- C. 270<sup>o</sup>
- D. 360<sup>o</sup>
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6 |
Two sum of angles of a triangle is. |
- A. 90<sup>o</sup>
- B. 180<sup>o</sup>
- C. 270<sup>o</sup>
- D. 360<sup>o</sup>
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7 |
In a triangle, the sum of interior angles is |
- A. 90<sup>o</sup>
- B. 120<sup>o</sup>
- C. 180<sup>o</sup>
- D. 360<sup>o</sup>
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8 |
These angles of an isosceles triangles are always equal. |
- A. Base
- B. Vertex
- C. Leg
- D. Arc
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9 |
In isosceles triangle the two equal sides are called legs and third side is called. |
- A. Ray
- B. Arc
- C. Altitude
- D. Base
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10 |
A triangle which two sides are equal in length. |
- A. Equilateral
- B. Right angle
- C. Isoceles
- D. Acute angle
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