Class 8 Understanding Quadrilaterals CBSE Questions & Answers
Class 8 · Understanding Quadrilaterals
This is Mathematics Class 8 Understanding Quadrilaterals CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
The sum of the measures of the external angles of any polygon is _________.
- A90\(^\circ \)
- BNone of these
- C360\(^\circ \)Correct
- D180\(^\circ \)
2
The ________ in a parallelogram are supplementary.
- Anone of these
- Badjacent anglesCorrect
- Cadjacent sides
- Dopposite angles
3
The diagonals of a _______ are of equal length.
- Atriangle
- BrectangleCorrect
- Cnone of these
- Dpentagon
4
Find the value of the unknown x.

- A100\(^\circ \)Correct
- B90\(^\circ \)
- C80\(^\circ \)
- D70°\(^\circ \)
5
Find the value of the unknown y.

- A100\(^\circ \)
- B60\(^\circ \)
- C80\(^\circ \)Correct
- D120\(^\circ \)
6
Find the value of the unknown z.

- A100\(^\circ \)
- B80\(^\circ \)Correct
- Cnone of these
- D90\(^\circ \)
7
The following figure HOPE is a parallelogram. Find the angle measure x.

- A40\(^\circ \)
- Bnone of these
- C110\(^\circ \)Correct
- D30\(^\circ \)
8
The following figure HOPE is a parallelogram. Find the angle measure y.

- A50\(^\circ \)
- B30\(^\circ \)
- C40\(^\circ \)Correct
- D110\(^\circ \)
9
The following figure HOPE is a parallelogram. Find the angle measure z.

- A60\(^\circ \)
- B110\(^\circ \)
- C30\(^\circ \)Correct
- D50\(^\circ \)
10
State the name of a regular polygon of 4 sides.
- Aheptagon
- Bhexagon
- CquadrilateralCorrect
- Dpentagon
11
Find x + y + z + w.

- ANone of these
- B180\(^\circ \)
- C30\(^\circ \)
- D360\(^\circ \)Correct
12
Find x + y.

- Anone of these
- B360\(^\circ \)
- C180\(^\circ \)
- D160\(^\circ \)Correct
13
Find x + z.

- Anone of these
- B360\(^\circ \)
- C180\(^\circ \)Correct
- D300\(^\circ \)
14
Find y + z.

- A220\(^\circ \)Correct
- B180\(^\circ \)
- Cnone of these
- D360\(^\circ \)
15
Find x + w.

- A360\(^\circ \)
- Bnone of these
- C140\(^\circ \)Correct
- D180\(^\circ \)