Question
By what percent is the distance between the destination
II and V is less than that between the destination IV and VII? In the following table eight destinations - I, II, III, IV, V, VI, VII and VIII - have been given. A car crosses all the destinations if it starts from destination I to destination VIII. Question mark (?) in the table show the missing figures. Study the table carefully and answer the following given questions. ÂSolution
Distance between destinations II and V = (376 + 324 + 372) km = 1072 km Distance between destinations IV and VII = 372 + 308 + 424 = 1104 km Required percentage =Â `(1104-1072)/1104` Â `xx` Â Â 100 = 2.89%=3%
A 280 ml mixture is composed of milk and water in the ratio 11:9. If an equal amount 'x' ml of both milk and water is added, the new ratio of milk to wa...
What is the original amount of mixture 'P' if 25% of it, consisting of petrol and diesel in a 5:6 ratio, is combined with 240 liters of mixture 'Q' with...
600 ml of mixture contains milk and water in the ratio of 3:2. If `x` ml of milk and `(x - 40)` ml of water are added, then the ratio becomes 7:5. Find ...
A container contains 60 liters of a solution containing 25% alcohol. How many liters of pure alcohol must be added to make the alcohol concentration 40%?
A boat takes 12 hours to cover 's' km in still water. While traveling downstream, it takes 8 hours to cover (s - 32) km. If the speed of the boat in sti...
A mixture of lime and water contains 3a liters lime and (a + 40) liters water. Upon adding 20 liters more water, the ratio of quantity of water to that ...
A mixture initially has 40 liters of petrol and an unknown quantity of diesel. When 25% of the mixture is extracted into container P and 10 liters of pe...
Both mixtures 'A' and 'B' contain milk and water. Mixture 'A' contains __% water and rest milk and mixture 'B' contains same amount of water as mixture ...
A jar contains a mixture of milk and water in the ratio 8:5, respectively. If 4-litres of the mixture is taken out, then the quantity of water left in t...
- A mixture contains wine and water in the ratio 5:6. After removing 132 ml of mixture and adding 264 ml of water, the amount of water becomes 100% more than...