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Answer the following questions based on the statements given below. I. There are 3 poles on each side of the road. II. These six poles are labelled A, B, C, D, E and F. III. The poles are of different colours namely golden, silver, metallic, black, bronze and white. IV. The poles are of different heights. V. E, the tallest pole, is exactly opposite to the golden coloured pole. VI. The shortest pole is exactly opposite to the metallic coloured pole. VII. F, the black coloured pole, is located between A and D. VIII. C, the bronze coloured pole, is exactly opposite to A. IX. B, the metallic coloured pole, is exactly opposite to F. X. A, the white coloured pole, is taller than C but shorter than D and B.
Which is the colour of the tallest pole ?
Golden
Silver
Bronze
None of the above
Let's break down the statements:
- 3 poles on each side, total 6 (A-F), each uniquely coloured and of unique height.
- E is the tallest pole and is exactly opposite the golden pole.
- The shortest pole is opposite to the metallic pole.
- F (black) is between A and D.
- C (bronze) is opposite A.
- B (metallic) is opposite F.
- A (white) is taller than C, but shorter than D and B.
Analyzing the above:
- Since E is tallest and opposite golden, E cannot be golden.
- C is bronze and opposite A (which is white).
- F is black, so B is metallic, and B is opposite F.
- The golden pole must be opposite E, so not E.
- Thus, E (tallest) is NOT golden. So, tallest is not golden.
The correct option is:
- 1. Golden
- 2. Silver
- 3. Bronze
- 4. None of the above
Your Answer: Option 1 - Golden
Key statement: E is tallest, golden is opposite to E, so E (the tallest) can't be golden. Thus, tallest isn't golden.
Correct answer: Option 4 - None of the above
By: santosh ProfileResourcesReport error
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