Math, asked by banti786sahu, 10 months ago

What will be the ratio of petrol and
kerosene in the final solution formed by
mixing petrol and kerosene that are
present in three vessels in the ratio 4 : 1,
5: 2 and 6:1, respectively?
(h) 83.22​

Answers

Answered by ashutoshmishra24
0

Answer:please mark me as brainliest

Step-by-step explanation:

Let, the capacity of each vessel is x.

Petrol and kerosene in the ratio 4 : 1 means, Out of 5 units of mixture, 4 are of petrol and one is of kerosene.

In the first vessel, petrol is 4/5th and kerosene is 1/5th of x.

In the second vessel, petrol is 5/7th and kerosene is 2/7th of x.

In the third vessel, petrol is 6/7th and kerosene is 1/7th of x.

After mixing,

Quantity of petrol = (4x/5) + (5x/7) + (6x/7) = 83x/35

Quantity of kerosene = (x/5) + (2x/7) + (x/7) = 22x/35

So, ratio of petrol to kerosene 

=83/35÷22÷35

=83/22

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