Class 10 · Maths

Triangles MCQs

Take an interactive Triangles quiz for Class 10 Maths - tap an answer for instant feedback and a step-by-step solution. These are a few sample questions; practice the full Triangles set free on the RankByte app.

Topics covered

Similar figures and similar trianglesCriteria for similarity of trianglesAreas of similar trianglesPythagoras theorem and its converseCriteria for similarityPythagoras theorem and converseSimilarity, BPT, Pythagoras, area ratios

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TrianglesQuiz - Solve & Score

A few sample questions with instant answers and solutions - the full set is in the app.

  1. Q1. AA similarity needs how many pairs of equal angles to be stated?

    • A.two
    • B.one
    • C.three
    • D.none

    Answer: A. two

    NCERT fact (math, chapter 'Triangles'): Two equal angle pairs are enough (third follows). Why option A fits - Correct. Distractor analysis: option B) 'one' doesn't hold - One equal angle is not enough; option C) 'three' fails since Two suffice; the third follows from the angle sum. Final answer - A) two.

  2. Q2. A telephone-line worker rests a stayed ladder 97 m long against a pole so that its top reaches 72 m up. How far from the base of the wall is the foot of the ladder?

    • A.25 m
    • B.169 m
    • C.65 m
    • D.121 m

    Answer: C. 65 m

    The ladder is the hypotenuse, so foot = sqrt(97^2 - 72^2) = sqrt(9409 - 5184) = sqrt(4225) = 65 m.

  3. Q3. A library assistant rests a sliding ladder 50 m long against a tall bookshelf so that its top reaches 48 m up. How far from the base of the wall is the foot of the ladder?

    • A.14 m
    • B.98 m
    • C.2 m
    • D.69 m

    Answer: A. 14 m

    The ladder is the hypotenuse, so foot = sqrt(50^2 - 48^2) = sqrt(2500 - 2304) = sqrt(196) = 14 m.

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