School Olympiads - International Mathematics Olympiad (IMO)

Circles, Tangents & Geometric Theorems question bank (Class 9 & 10 - Advanced Olympiad Problem Solving)

Practice 4 free School Olympiads - International Mathematics Olympiad (IMO) Class 9 & 10 - Advanced Olympiad Problem Solving - Circles, Tangents & Geometric Theorems questions with answers and step-by-step solutions.

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Q1.

In an Olympiad competition problem on Circles, Tangents & Geometric Theorems:
Find the numerical value of $X$ satisfying $$X = (40 \times 8) - 29 + 3$$.

(A)

{'key': 'A', 'text': '294'}

(B)

{'key': 'B', 'text': '298'}

(C)

{'key': 'C', 'text': '290'}

(D)

{'key': 'D', 'text': '303'}

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Q2.

[Achievers Section - HOTS]
In an Olympiad competition problem on Circles, Tangents & Geometric Theorems:
Find the numerical value of $X$ satisfying $$X = (31 \times 3) - 35 + 9$$.

(A)

{'key': 'A', 'text': '67'}

(B)

{'key': 'B', 'text': '71'}

(C)

{'key': 'C', 'text': '63'}

(D)

{'key': 'D', 'text': '76'}

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