Answer with Explanation

Ans (5): 30.4 litres

Tank A

20% of 160 = 32 litres

Quantity of water = 50% of 32 = 16 litres

Tank B

30% of 120 = 36 litres

Quantity of water = 40% of 36 = 14.4 litres

Quantity of water in tank E = 16 litres + 14.4 litres = 30.4 litres

Answer with Explanation

Ans (3): Tank A + Tank C + Tank D

Quantity of wine

Option (1) = 20% of 160 + 25% of 120 + 30% of 180 = 32+ 30+ 54 = 116 litres

Option (2) = 20% of 160 + 25% of 120 + 35% of 150 = 32+30 + 52.5 = 114.5 litres

Option (3) = 20% of 160 + 30% of 180 + 35% of 150 = 32 + 54 + 52.5 = 138.5 litres

Option (4) = 25% of 120 + 30% of 180+35% of 150 = 30 + 54 + 52.5 = 136.5 litres

Answer with Explanation

Ans (1): 33 : 37 : 30

Tank C = wine (30% of 40 ml) + soda (25% of 40 ml) + water (45% of 40 ml)

40 ml = wine (12 ml) + soda (10 ml) + water (18 ml)

Tank D = wine (35% of 60 ml) + soda (45% of 60 ml) + water (20% of 60 ml)

60 ml = wine (21 ml) + soda (27 ml) + water (12 ml)

Glass

Wine (12 ml + 21 ml) + soda (10 ml + 27 ml) + water (18 ml + 12 ml)

Wine (33 ml) + soda (37 ml) + water (30 ml)

Required ratio = 33 : 37 : 30

Answer with Explanation

Ans (2): Rs.54000

Selling price of tank C liquid = 180×500 = Rs.90000

Cost price of tank C liquid = cost of wine + cost of soda

Cost price of tank C liquid = quantity of wine×600 + quantity of soda×80

Cost price of tank C liquid = (30% of 180)×600 + (25% of 180)×80

Cost price of tank C liquid = 54×600 + 45×80

Cost price of tank C liquid = 32400 + 3600

Cost price of tank C liquid = 36000

Required profit = 90000 – 36000 = Rs.54000

Answer with Explanation