NCERT Chapter 6 MCQs – Transversal Theorems & Interior-Exterior Angle Concepts
NCERT Chapter 6 MCQs – Transversal Theorems & Interior-Exterior Angle Concepts
Class: 9 | Subject: Mathematics | Chapter: 6 – Lines and Angles
Board: CBSE | Based on Latest NCERT Curriculum
Board: CBSE | Based on Latest NCERT Curriculum
These MCQs are strictly designed as per the CBSE Class 9 Mathematics syllabus and NCERT textbook guidelines. Ideal for school exams and board preparation.
1. A transversal is a line that:
Answer: A.
A transversal intersects two or more lines at different points.
A transversal intersects two or more lines at different points.
2. When a transversal cuts two parallel lines, alternate interior angles are:
Answer: B.
Alternate interior angles are equal if lines are parallel.
Alternate interior angles are equal if lines are parallel.
3. If alternate interior angles are equal, the lines are:
Answer: B.
This is a converse property.
This is a converse property.
4. Corresponding angles formed by transversal with parallel lines are:
Answer: A.
Corresponding angles are equal.
Corresponding angles are equal.
5. Interior angles on same side of transversal are:
Answer: C.
Co-interior angles sum to 180°.
Co-interior angles sum to 180°.
6. If one corresponding angle is 50°, the other is:
Answer: A.
Equal for parallel lines.
Equal for parallel lines.
7. If interior angles on same side sum to 180°, lines are:
Answer: A.
This is test for parallel lines.
This is test for parallel lines.
8. Exterior angles lie:
Answer: B.
Exterior angles lie outside the two lines.
Exterior angles lie outside the two lines.
9. Alternate exterior angles are equal when lines are:
Answer: B.
Alternate exterior angles are equal for parallel lines.
Alternate exterior angles are equal for parallel lines.
10. If one alternate interior angle is 120°, the other is:
Answer: B.
Alternate interior angles are equal.
Alternate interior angles are equal.
11. If corresponding angles are unequal, lines are:
Answer: B.
Equality confirms parallelism.
Equality confirms parallelism.
12. If two lines are parallel, alternate exterior angles are:
Answer: A.
Property of parallel lines.
Property of parallel lines.
13. A transversal forms how many angles when cutting two lines?
Answer: D.
Four at each intersection → total 8.
Four at each intersection → total 8.
14. If one interior angle is 70°, its co-interior angle is:
Answer: B.
Supplementary → 180−70=110°.
Supplementary → 180−70=110°.
15. Lines are parallel if:
Answer: A.
Converse theorem of alternate interior angles.
Converse theorem of alternate interior angles.
16. Exterior angles are located:
Answer: B.
They lie outside the two lines.
They lie outside the two lines.
17. If alternate exterior angles are equal, lines are:
Answer: A.
This is another test for parallel lines.
This is another test for parallel lines.
18. Interior angles lie:
Answer: B.
Interior angles are between the two lines.
Interior angles are between the two lines.
19. Sum of co-interior angles for parallel lines is:
Answer: B.
Co-interior angles are supplementary.
Co-interior angles are supplementary.
20. A transversal with parallel lines helps to determine:
Answer: A.
It helps study interior, exterior and alternate angle relations.
It helps study interior, exterior and alternate angle relations.
