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Maths Parallel and Intersecting Lines - Chapter 5 Class 7 (Ganita Prakash) MCQ and Assertion Questions

Short Quiz · Class 7 · Maths · CBSE

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Chapter 5 Class 7 - Parallel and Intersecting Lines (Ganita Prakash) | 5 questions | about 4 minutes

Practise Parallel and Intersecting Lines - Chapter 5 Class 7 (Ganita Prakash) with Teachoo's Short Quiz (Class 7 · Maths · CBSE). Practise these questions in a free interactive quiz with answer feedback.

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Question 1 of 5
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Question 1 of 5
The vertically opposite angles are \((4x+54)^\circ\) and \((6x+24)^\circ\). Find \(x\).
Opposite-angle algebraExpressions are written inside two vertically opposite obtuse angle arcs.O(4x+54)°(6x+24)°
Solve by equating the two opposite arcs.
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Question 2 of 5
In the marked figure, \(l\parallel m\) and \(\angle2=64^\circ\). Find \(\angle6\).
Transversal angle questionParallel lines l and m cut by transversal t, with marked angle arcs.lmt64°?
The coloured arcs identify the given and required angles.
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Question 3 of 5

Reason (R): Each of these four angles measures \(135^\circ\).

Assertion (A): \(\angle2+\angle4+\angle6+\angle8=180^\circ\).

Acute-angle sum assertionA visibly obtuse angle is 135 degrees and every position is numbered.lmt∠1∠2∠3∠4135°∠6∠7∠8
Judge the claimed sum of the four acute positions.
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Question 4 of 5

Reason (R): Since \(l\perp t\), line \(m\) must also make \(90^\circ\) with \(t\) to be parallel to \(l\).

Assertion (A): A line \(m\) through \(A\) making \(60^\circ\) with \(t\) will be parallel to \(l\).

Logical construction through a pointLine t through A is perpendicular to l. A candidate line m through A is to be fixed.lAtm through A
Decide the angle m must make with t so that m is parallel to l.
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Question 5 of 5
At intersection \(O\), \(\angle a=117^\circ\). Find the adjacent angle \(\angle b\).
Intersecting-line angle questionTwo lines intersect at O. Clearly drawn arcs mark the given and required angles.O117°?
The purple arc is given; the dashed amber arc is required.
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