A farmer needs 8 gallons of water. He has only three unmared
buckets, two 6 gallon and one 11 gallon bucket.
How can he collect 8 gallons of water using three unmarked
buckets? Provide solution with minimal water wastage.
- 2 Answers
- 8882 Views
- I also Faced
- E-Mail Answers
Answers were Sorted based on User's Feedback
Answer / guest
Here is the solution with 10 gallon water wastage.
OPERATIONS 6 6 11
Fill 6 gallon bucket with water 6 0 0
Empty 6 gallon bucket into 11 gallon bucket 0 0 6
Fill 6 gallon bucket with water 6 0 6
Fill 11 gallon bucket to full using filled 6 gallon bucket.
This will leave 1 gallon water in 6 gallon bucket 1 0 11
Empty 11 gallon bucket into second 6 gallon bucket. 1 6 5
Empty 11 gallon bucket - wastage of 5 gallon water 1 6 0
Empty second 6 gallon bucket into 11 gallon bucket 1 0 6
Fill seccond 6 gallon bucket with water 1 6 6
Fill 11 gallon bucket to full using filled second 6 gallon
bucket. This will leave 1 gallon water in second 6 gallon
bucket 1 1 11
Fill first 6 gallon bucket with 1 gallon water which is in
second 6 gallon bucket 2 0 11
Empty 11 gallon bucket into second 6 gallon bucket. 2 6 5
Empty 11 gallon bucket - wastage of 5 gallon water 2 6 0
Fill 11 gallon bucket with water in both the 6 gallon
buckets 0 0 11
| Is This Answer Correct ? | 12 Yes | 3 No |
Answer / bskate
The question never states you can or can not split the
buckets. It only states you have 3 unmarked buckets.
Logically the 2 smaller buckets would be the six gallon
buckets. So you would fill the 11 gallon bucket up once and
start emptying it into one of the six gallon buckets until
the 6 gallon bucket was half full (3 gallons) leaving you 8
gallons in your original bucket. The waste would be 3 gallons.
| Is This Answer Correct ? | 9 Yes | 12 No |
There is a perfect sphere of diameter 40 cms. resting up against a perfectly straight wall and a perfectly straight floor i.e. the wall and the floor make a perfect right angle. Can a perfect sphere of diameter 7 cms. pass through the space between the big sphere, the wall and the floor? Support your answer with valid arguments. Don't submit just "Yes" or "No".
There is a grid of 20 squares by 10 squares. How many different rectangles are possible? Note that square is a rectangle.
we have 3 rows 3 columns there in 1st row and 2nd column we have 8 values, so we add from any row or column we get value 15 please tell me how to find out this value
u use any operation solve this problem 45-45=45
Four men - Abraham, Bobby, Clinton and Denial - are standing in a straight line. 1. One man is fair, handsome and unscarred. 2. Two men who are not fair, are each standing next to Abraham. 3. Bobby is the only man standing next to exactly one handsome man. 4. Clinton is the only man not standing next to exactly one scarred man. Who is fair, handsome and unscarred?
why do you want to work here?
One of the following is my secret word: AIM DUE MOD OAT TIE. With the list in front of you, if I were to tell you any one of secret word, then you would be able to tell the number of my secret word. Which is my secret word?
8 Answers AIM Research, Contata, Exxon Mobil, IBM, TCS, Vernalis Systems,
If you are in a jail. there a window having two rodes one is made of Iron and other is of magnet. using a rope how could you find magnet or iron rod.
1)PORK/CHOP = C,IF C=2 FIND PORK AND CHOP??? 2)ATOM + BOMB = BINGO.IF A=7 and G= 9, find ATOM BOMB BINGO.
in a family there are 5 members viz. parents and 3 children. the member are A,B,C,D AND E out of which 2 are males and 3 are females. A has 3 childerns, 2 daughters and 1 son. c in B's son. A in D's father. 1.how is E related to B? 2.who is D's mother? give me solution plese.
There were two men standing on a street. The one says to the other, "I have 3 daughters, the product of their ages is 36. What is the age of the OLDEST daughter?" The second guy says, "I need more information." So, the first guy says, "The sum of their ages is equal to the address of the house across the street." The second guy looks at the address and says, "I still need more information." So, the first guy says, "My oldest daughter wears a red dress."
There are 8 coins in a bag . 3 coin weights x kg 3 coins weights y kg 2 coins weights z kg 2 coins weights w kg You have to separate them into separate heaps according to their weights .
English 
