EASY
Earn 100

A canteen requires 56 kgs. of rice for seven days. How many kgs. of rice will it require for the months of April and May together?

50% studentsanswered this correctly

Important Questions on Ratio and Proportion

EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
If x α y then
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A car consumes 5.4  litres of petrol to cover 60.48 km , how many kilometres be covered with 22 litres  of petrol?
HARD
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation

The cost of milk per litre is ₹15. Draw the graph for the relation between the quantity and cost. Hence find the proportionality constant.

MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A set of farmers can completely harvest a crop in 10days. However 12 farmers fell ill and now the remaining can do this job in 15 days. Find the original number of farmers.
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
Ranu’s monthly salary is four-fifth of Ali’s monthly salary. Ranu and Ali save one-fourth and two-fifth amount from their respective monthly salary. If the difference between the amount saved by Ranu and that saved by Ali is Rs. 7000, what is Ranu’s monthly salary?
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation

If p persons working p hours a day for each of p days produce p units of work, then the units of the work produced by q persons working q hours a day for each q day is:

HARD
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation

The cost of milk per litre is ₹15. Draw the graph for the relation between the quantity and cost. Hence find the cost of 3 litres of milk..

EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
If y=3+1.9x, and mode of x is 15, then the mode of y is:
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
Divide 27 into two parts so that 5 times the first and 11 times the second together equal to 195. The ratio of the first and second part is _____.
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A sum of Rs. 221 is divided among X, Y and Z such that X gets Rs. 52 more than Y. Y gets Rs. 26 more than Z. The ratio of the shares of X, Y and Z respectively is
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
If x varies as yz, then y varies inversely as
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A certain amount of money has to be divided between two persons P and Q in the ratio 5:7. But it was divided in the ratio 2:5 and thereby Q gets an additional Rs.33. Find the total amount.
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
Mayank can do a piece of work in 3 days. Sanjay can do the same work in 4 days. The wage for full work is ₹350. If both work together to complete the work, then find out the earning of Sanjay if the wages are paid in proportion to work done.
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
How much time the minute hand of a clock will take to describe an angle of 2π3 radians ?
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A sum of ₹549 is to be divided among Priya, Preeti and Sonu in such a way that 3 times Priya's share, 4 times Preeti's share and 7 times Sonu's share are all equal. What is the share of Priya?
EASY
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
Gita, Shweta and Sita invested Rs. 4200, Rs. 8400 and Rs. 5400 respectively while starting a business. At the end of the year, they earned a profit of Rs. 24,000. Sita invested 32% of her share of the profit in a savings scheme. How much amount is left with her?
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A vessel contained a solution of acid and water in which water was 64%. Four litres of the solution were taken out of the vessel and the same quantity of water was added. If the resulting solution contains 30% acid, the quantity(in litres) of the solution, in the beginning in the vessel, was
HARD
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
There are two candles of same length and same size. Both of them burn at uniform rate. The first, one burns in 5 hours and the second one burns in 3 hours. Both the candles are lit together. After how many minutes the length of the first candle is 3 times that of the other?
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
The respective ratio between two positive numbers (X and Y) is 3:5. When 2 is added to both the numbers, the ratio between them becomes 5:8. What is the difference between both the numbers?
MEDIUM
Mathematics>Arithmetic>Ratio and Proportion>Direct Variation
A certain sum is divided among A, B and C in such way that A gets Rs. 40 more than half of the sum. B gets Rs. 120 less than three-eighths of the sum and C gets Rs. 200. What is the total sum?