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Hi Sushmita, this puzzle is right??????? Try Try..............and U will succeed. All The Best..........
From India, Hyderabad
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From India, Hyderabad
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Solution for this puzzle.
There are three glasses. Assume that the glass names are B1, B2, and B3.
B1 is blank, B2 is 13 liters, and B3 is 7 liters.
Now follow these steps:
Step 1: Take B2 and B3 glasses, which is (13 + 7 liters) and add into B1. Then you see B1 at 19 liters, B2 blank, and B3 at 1 liter.
Step 2: Take B3 at 1 liter and add it into B2. Then you see B1 at 19 liters, B2 at 1 liter, and B3 blank.
Step 3: Take B1 and add it into B3. Then you see B1 at 12 liters, B2 at 1 liter, and B3 at 7 liters.
Step 4: Take B3 and add it into B2. Then you see B1 at 12 liters, B2 at 8 liters, and B3 blank.
Step 5: Take B1 and add it into B3. Then you see B1 at 5 liters, B2 at 8 liters, and B3 at 7 liters.
Step 6: Take B3 and add it into B2. Then you see B1 at 5 liters, B2 at 13 liters, and B3 at 2 liters.
Step 7: Take B2 and add it into B1, and B3 add into B2. Then you see B1 at 18 liters, B2 at 2 liters, and B3 blank.
Step 8: Take B1 and add it into B3. Then you see B1 at 11 liters, B2 at 2 liters, and B3 at 7 liters.
Step 9: Take B3 and add it into B2. Then you see B1 at 11 liters, B2 at 9 liters, and B3 blank.
Step 10: Take B1 and add it into B3. Then you see B1 at 4 liters, B2 at 9 liters, and B3 at 7 liters.
Step 11: Take B3 and add it into B2. Then you see B1 at 4 liters, B2 at 13 liters, and B3 at 3 liters.
Step 12: Take B2 and add it into B1, and B3 add into B2. Then you see B1 at 10 liters, B2 at 7 liters, and B3 at 3 liters.
This is the final step: Take B3 and add it into B2. Then you will see Bottle one at 10 liters, Bottle two at 10 liters, and Bottle three blank.
I know my language is quite difficult to understand. Just try and solve.
B1 means Glass one, B2 means Glass two, and B3 means Glass three.
I hope you all understand.
From India
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There are three glasses. Assume that the glass names are B1, B2, and B3.
B1 is blank, B2 is 13 liters, and B3 is 7 liters.
Now follow these steps:
Step 1: Take B2 and B3 glasses, which is (13 + 7 liters) and add into B1. Then you see B1 at 19 liters, B2 blank, and B3 at 1 liter.
Step 2: Take B3 at 1 liter and add it into B2. Then you see B1 at 19 liters, B2 at 1 liter, and B3 blank.
Step 3: Take B1 and add it into B3. Then you see B1 at 12 liters, B2 at 1 liter, and B3 at 7 liters.
Step 4: Take B3 and add it into B2. Then you see B1 at 12 liters, B2 at 8 liters, and B3 blank.
Step 5: Take B1 and add it into B3. Then you see B1 at 5 liters, B2 at 8 liters, and B3 at 7 liters.
Step 6: Take B3 and add it into B2. Then you see B1 at 5 liters, B2 at 13 liters, and B3 at 2 liters.
Step 7: Take B2 and add it into B1, and B3 add into B2. Then you see B1 at 18 liters, B2 at 2 liters, and B3 blank.
Step 8: Take B1 and add it into B3. Then you see B1 at 11 liters, B2 at 2 liters, and B3 at 7 liters.
Step 9: Take B3 and add it into B2. Then you see B1 at 11 liters, B2 at 9 liters, and B3 blank.
Step 10: Take B1 and add it into B3. Then you see B1 at 4 liters, B2 at 9 liters, and B3 at 7 liters.
Step 11: Take B3 and add it into B2. Then you see B1 at 4 liters, B2 at 13 liters, and B3 at 3 liters.
Step 12: Take B2 and add it into B1, and B3 add into B2. Then you see B1 at 10 liters, B2 at 7 liters, and B3 at 3 liters.
This is the final step: Take B3 and add it into B2. Then you will see Bottle one at 10 liters, Bottle two at 10 liters, and Bottle three blank.
I know my language is quite difficult to understand. Just try and solve.
B1 means Glass one, B2 means Glass two, and B3 means Glass three.
I hope you all understand.
From India
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how is possible. it is side that 2 jars should be 10ltrs each. but 13 ltrs & 7ltrs are 20 ltrs
From India, Hyderabad
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From India, Hyderabad
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Hi Kaja,
See, it is possible. You have to solve it like this: put 10 liters in each jar, and leave one jar blank. So, if you have any doubts, please follow the steps above, and you can surely solve this puzzle.
Thanks,
Pournima
I have also tried solving this puzzle in a creative way, which is why I am sharing it with all of you.
From India
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See, it is possible. You have to solve it like this: put 10 liters in each jar, and leave one jar blank. So, if you have any doubts, please follow the steps above, and you can surely solve this puzzle.
Thanks,
Pournima
I have also tried solving this puzzle in a creative way, which is why I am sharing it with all of you.
From India
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It is very easy follow the steps (19, 1, 0) (12, 1, 7) (12, 8, 0) (5, 8, 7) (5, 13, 2) (18, 0, 2) (11, 2, 7) (11, 9, 0) (4, 9, 7) (4, 13, 3) (17, 0, 3) (17, 3, 0) (10, 3, 7) (10, 10) Try this.
From India, Anand
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From India, Anand
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Hi i solved the puzzle..........plz chk the answers 19 1 0 12 1 7 12 8 0 5 8 7 5 13 2 18 0 2 11 2 7 11 9 0 4 9 7 4 13 3 17 0 3 17 3 0 10 3 7 10 10 0 i think my process is right....isn’t it?
From India, Delhi
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From India, Delhi
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Yes, the puzzle is correct, and here is the answer:
19 0 1 (Pour 13 into 19 and 7 into 19 rest 1 is in 7ltr jar) 19 1 0 (Pour 1 into 13 ltr jar) 12 1 7 (pour from 19 to 7 ltr jar rest 12 in 19ltr jar) now do the same... 12 8 0 5 8 7 5 13 2 18 0 2 18 2 0 11 2 7 11 9 0 4 9 7 4 13 3 17 3 0 10 3 7 10 10 0 this is the result....
From India, Mathura
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19 0 1 (Pour 13 into 19 and 7 into 19 rest 1 is in 7ltr jar) 19 1 0 (Pour 1 into 13 ltr jar) 12 1 7 (pour from 19 to 7 ltr jar rest 12 in 19ltr jar) now do the same... 12 8 0 5 8 7 5 13 2 18 0 2 18 2 0 11 2 7 11 9 0 4 9 7 4 13 3 17 3 0 10 3 7 10 10 0 this is the result....
From India, Mathura
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Hi, I have listed all steps on your excel sheet below the puzzle. Follow the steps & you will get the solution. Sharma M.K.
From India, Faridabad
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From India, Faridabad
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Your citehr.com is a revelation to me. I am extremely happy to find this wonderful and highly educative and informative site. I will definitely post any interesting information or presentations on this site shortly.
Regards,
biplabcbasu
From India, Mumbai
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Regards,
biplabcbasu
From India, Mumbai
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U want two jars wid 20 ltrs of water. Its there na... 2jars,7 & 13 , total 20 ..wtelse u need...
From India, Madras
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From India, Madras
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The answer is as follows. Solve it using the following steps:
A B C
19 13 7 Initial stage 0 13 7
C to A 7 13 0
12 liters from B to A 19 1 0
7 liters from A to C 12 1 7
7 liters from C to B 12 8 0
7 liters from A to C 5 8 7
5 liters from C to B 5 13 2
13 liters from B to A 18 0 2
7 liters from C to B 18 2 0
7 liters from A to C 11 2 7
7 liters from C to B 11 9 0
7 liters from A to C 4 9 7
4 liters from C to A 4 13 3
13 liters from B to A 17 0 3
7 liters from C to A 17 3 0
7 liters from A to C 10 3 7
7 liters from C to B 10 10 0
ANIL09764690653
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A B C
19 13 7 Initial stage 0 13 7
C to A 7 13 0
12 liters from B to A 19 1 0
7 liters from A to C 12 1 7
7 liters from C to B 12 8 0
7 liters from A to C 5 8 7
5 liters from C to B 5 13 2
13 liters from B to A 18 0 2
7 liters from C to B 18 2 0
7 liters from A to C 11 2 7
7 liters from C to B 11 9 0
7 liters from A to C 4 9 7
4 liters from C to A 4 13 3
13 liters from B to A 17 0 3
7 liters from C to A 17 3 0
7 liters from A to C 10 3 7
7 liters from C to B 10 10 0
ANIL09764690653
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Hah... easy one... (but very interesting and nice)... Chk da attachment
From India, Rohtak
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From India, Rohtak
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For all Math champs (including future champs too), can you find the 6th number in the sequence? The numbers provided are: 1, 2, 6, 42, 1806, ? The 6th number serves as the password for the attachment. If you can solve the sequence, kindly add your name to the attached file and pass it on to your friends and colleagues.
From India, New Delhi
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From India, New Delhi
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And The Answer is............ Tan.tanaaaaaaaa... 7 13 0 7 6 7 14 6 0 14 0 6 1 13 6 1 12 7 8 12 0 8 5 7 15 5 0 15 0 5 2 13 5 2 11 7 9 11 0 9 4 7 16 4 0 16 0 4 3 13 4 3 10 7 10 10 0
From India, New Delhi
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From India, New Delhi
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Hello friends,
This game is so easy. Just think and try it. If you can't, then follow these steps:
Pour 13 ltr from the jar to the 19 ltr jar.
Pour 7 ltr from the jar to the 19 ltr jar.
1 ltr will remain in the 7 ltr jar (similarly make it 2 and 3 ltr).
Pour the remaining 1 ltr from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 13 ltr jar to the 19 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 13 ltr jar to the 19 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
SUCCESS
From Nepal, Kathmandu
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This game is so easy. Just think and try it. If you can't, then follow these steps:
Pour 13 ltr from the jar to the 19 ltr jar.
Pour 7 ltr from the jar to the 19 ltr jar.
1 ltr will remain in the 7 ltr jar (similarly make it 2 and 3 ltr).
Pour the remaining 1 ltr from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 13 ltr jar to the 19 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 13 ltr jar to the 19 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
Pour from the 19 ltr jar to the 7 ltr jar.
Pour from the 7 ltr jar to the 13 ltr jar.
SUCCESS
From Nepal, Kathmandu
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Answere (19, 1, 0) (12, 1, 7) (12, 8, 0) (5, 8, 7) (5, 13, 2) (18, 0, 2) (11, 2, 7) (11, 9, 0) (4, 9, 7) (4, 13, 3) (17, 0, 3) (17, 3, 0) (10, 3, 7) (10, 10)
From India, Coimbatore
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From India, Coimbatore
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Problem-solving -powerpoint1658 _168.ppt