10 litre of mixture with 3:2 ratio of petrol and kerosene Means 6 lit petrol and 4 lit kerosene
Since 2 liters of mixture is replaced by 2 liters of kerosene, the total mixture is always 10 liters.
The amount of petrol decreases by the amount of petrol in 2 liters of mixture after each iteration and never increases
After the 1st step, 2 * (6/10) = 1.2 liters of petrol is removed and thus, there are 6 - 1.2 = 4.8 liters of petrol remaining in the mixture.
After the 2nd step, 2 * (4.8/10) = 0.96
...
Since 2 liters of mixture is replaced by 2 liters of kerosene, the total mixture is always 10 liters.
The amount of petrol decreases by the amount of petrol in 2 liters of mixture after each iteration and never increases
After the 1st step, 2 * (6/10) = 1.2 liters of petrol is removed and thus, there are 6 - 1.2 = 4.8 liters of petrol remaining in the mixture.
After the 2nd step, 2 * (4.8/10) = 0.96
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