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Q16. A sheet of paper has statements numbered from 1 to 40.
For all values of n from 1 to 40, statement n says: 'Exactly
n of the statements on this sheet are false.' Which
statements are true and which are false?
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Answer / mothil
The 39th statement is true and the rest are false.
| Is This Answer Correct ? | 124 Yes | 19 No |
Answer / sreedevi
ans:39 th statement is true...
39th statement says " Exactly
39 of the statements on this sheet are false" so statements upto 38 and stamnt 40 r false and 39 wud alone prove 2 b right....:)dis is b possible 4 any oder statement!!!
| Is This Answer Correct ? | 33 Yes | 6 No |
Answer / virendrasingh
ans:Either the nth statement is true or false
If nth statement is true then no false statements are n & no
of true statements is 40-n....
If nth statement is false then d rest ie:39 statements are true
| Is This Answer Correct ? | 16 Yes | 3 No |
Answer / shah prexa narendra
That depends upon the value of n.
Lets say value of n to be 8. Then 8 statements will be false and others will be true.
| Is This Answer Correct ? | 23 Yes | 28 No |
Answer / soumajit paul
#4
38 true 2 false.Absolutely confident.
| Is This Answer Correct ? | 3 Yes | 33 No |
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Ali Baba had four sons, to whom he bequeathed his 39 camels, with the proviso that the legacy be divided in the following way : The oldest son was to receive one half the property, the next a quarter, the third an eighth and the youngest one tenth. The four brothers were at a loss as how to divide the inheritance among themselves without cutting up a camel, until a stranger appeared upon the scene. Dismounting from his camel, he asked if he might help, for he knew just what to do. The brothers gratefully accepted his offer. Adding his own camel to Ali Baba's 39, he divided the 40 as per the will. The oldest son received 20, the next 10, the third 5 and the youngest 4. One camel remained : this was his, which he mounted and rode away. Scratching their heads in amazement, they started calculating. The oldest thought : is not 20 greater than the half of 39? Someone must have received less than his proper share ! But each brother discovered that he had received more than his due. How is it possible?
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