Aptitude - Alligation or Mixture - Discussion

Discussion Forum : Alligation or Mixture - General Questions (Q.No. 8)
8.
A container contains 40 litres of milk. From this container 4 litres of milk was taken out and replaced by water. This process was repeated further two times. How much milk is now contained by the container?
26.34 litres
27.36 litres
28 litres
29.16 litres
Answer: Option
Explanation:

Amount of milk left after 3 operations = 40 1 - 4 3  litres
40

   = 40 x 9 x 9 x 9 = 29.16 litres.
10 10 10

Discussion:
67 comments Page 5 of 7.

Jon said:   1 decade ago
@Krisna

If in option there is 28.9 then what will you do?

Dinesh said:   1 decade ago
Krishna. Your idea is good.

SANTHOSH said:   1 decade ago
Krishna your logic is good.

Seema said:   1 decade ago
Only 2 times is given in the question. How can you say the action was repeated thrice and cube that.

Sravya said:   1 decade ago
Dont mind this is too long but i have a procedure to explain

Consider 3 times added water as 3 cases

case 1:after removal of milk and addition of water
water,milk are 4,36 lit ratio is 1:9

case2:when 4 lit are removed in that mix water,milk are (1/10)*4,(9/10)*4 of that mix
so presently water=4-2/5=18/5,milk=36-18/5=162/5
after addition of water,milk is same quantity but water=(18/5)+4
=38/4

case3:now ratio of water,milk=38:162=19:81
after removal of water,water,milk are (19/100)*4,(81/100)*4
so 19/25, 81/25
now milk=(162/5)-(81/25)=729/25=29.16 lit
antha length vodu anna dilogue gurthostundi kada so its simple to remember formula its better if we have only 1 or 2 cases

Hary said:   1 decade ago
Could any body provide the procedure for solving it in another way rather than mugging up the formula.

Ram Prakash Keshri said:   1 decade ago
Not getting the way its solved.

Priya said:   1 decade ago
It's-

[a(1-x/a)n]

here a=initial quantity,
x=quantity taken out,
n=raised power of small bracket (no. of action
repeated)

Nikki said:   1 decade ago
Its a formula.

Nlff said:   1 decade ago
The description of the problem is ambiguous.


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