Subject :IMO Class : Class 7
State 'T' for true and 'F' for false.
(i) In the given right-angled triangle ABC, ∠B = 65°, ∠C = 25°, then AB^{2} = BC^{2} + CA^{2}.
(ii) The length of the third side of a triangle cannot be smaller than the difference of the lengths of any two sides.
(iii) A triangle can have only one median.
(i) | (ii) | (iii) | |
A | F | F | T |
B | F | T | F |
C | F | T | T |
D | F | F | F |
answer is b
Ans 2:
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Ans 3:
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Class : Class 8
ans is b.there is a technical problem
Ans 4:
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Class : Class 8
The second statement is true so, answer should be option B
Ans 6:
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Ans 8:
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Ans 10:
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Class : Class 8
the second statement is true so, the answer is B
Ans 13:
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Class : Class 7
B is correct actually
Ans 15:
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Class : Class 8
yeah guys !!!! the answer is B.....not D. it is so obvious, the second statement is true....the solution given by the website makes no sense.!
Ans 16:
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Class : Class 7
The answer should be b. This sum is there in the IMO Workbook and there the answer is b
Ans 19:
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Class : Class 6
According to their own solution b is a supposed to be correct but the answer given is d???
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Class : Class 8
The ans is supposed to be b but the website says it is d. I can’t understand how.
Ans 21:
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Class : Class 8
The answer is actually supposed to be Option B rather than Option D because the second statement is true