Question
In a mixture of 12 liters containing vinegar and Soya
sauce, the vinegar constitutes 25% of the mixture. After removing 4 liters of this mixture, 10 liters of another mixture with 20% vinegar is added. Determine the ratio of vinegar to soya sauce in the final mixture.Solution
ATQ, In the first mixture, Vinegar:Soya sauce = 25:75 = 1:3 Quantity of Vinegar in 12 litres of the mixture = 12 Γ 1/4 = 3 litres Quantity of Soya sauce in 12 litres of the mixture = 12 β 3 = 9 litres When 4 litres of mixture is pour out then, Quantity of Vinegar taken out = 4 Γ 1/4 = 1 litre Quantity of Soya sauce taken out = 4 β 1 = 3 litres In the second mixture, Vinegar:Soya sauce = 20:80 = 1:4 Quantity of Vinegar in 10 litres of the mixture = 10 Γ 1/5 = 2 litres Quantity of Soya sauce in 10 litres of the mixture = 10 β 2 = 8 litres Quantity of Vinegar in the final mixture = 3 β 1 + 2 = 4 litres Quantity of Soya sauce in the final mixture = 9 β 3 + 8 = 14 litres Required ratio = 4:14 = 2:7
Match Column I and Column II and choose the correct match from the given choice
Match Column I and Column II and choose the correct match from the given choices
In the following questions two columns are given. In column-I three sentences are given, each of them consisting of a blank which may or may not be fil...
In the following question, a sentence is divided in to three parts, given in column 1, 2 and 3. Match the statements from column 1 with those in column...
In the following questions two columns are given. In column-I three sentences are given, each of them consisting of a blank which may or may not be fil...
Directions: Match the words in Column A with their meanings in Column B, and choose the correct combination from the options given below:
...BUT
In the following question, two columns are given, containing three phrases each. A phrase from the first column may or may not connect with a phrase fr...