A 240-litre mixture contains only milk and honey in the ratio 5:3, respectively. If 'Q' wishes to increase the percentage of milk in the mixture to ___%, then he should add ___ litres of pure milk to it. Which of the following pairs of values, in the given order, will correctly fill the blanks to make the statement true?
I. 75, 120
II. 80, 210
III. 70, 60

ATQ, Initial quantity of honey in the mixture = 240 × (3/8) = 90 litres Initial quantity of milk in the mixture = 240 – 90 = 150 litres Statement I: Total quantity of new mixture = 90 ÷ 0.25 = 360 litres Total quantity of milk in the new mixture = 360 × 75% = 270 litres So, quantity of milk to be added = 270 – 150 = 120 litres So, Statement I is true. Statement II: Total quantity of new mixture = 90 ÷ 0.2 = 450 litres Total quantity of milk in the new mixture = 450 × 0.8 = 360 litres So, quantity of milk to be added = 360 – 150 = 210 litres So, Statement II is true. Statement III: Total quantity of new mixture = 90 ÷ 0.3 = 300 litres Total quantity of milk in the new mixture = 300 × 0.7 = 210 litres So, quantity of milk to be added = 210 – 150 = 60 litres So, Statement III is true.