To determine the greatest ratio among the given options, we convert each ratio into a fraction and then calculate its decimal value. The ratio yielding the highest decimal value is the greatest.
The provided ratios can be expressed as fractions:
Calculate the decimal value for each fraction:
Comparing the calculated decimal values:
The largest decimal value obtained is approximately $0.7241$.
The decimal $0.7241$ corresponds to the fraction $\frac{21}{29}$. Therefore, the ratio $21:29$ is the greatest among the given options.
If the ratio of three numbers A, B and C is 2 ∶ 3 ∶ 5, and the sum of the squares of these numbers is 3800, then the value of C is:
A bag contains ₹310 in the form of 5 rupee, 2 rupee and 1 rupee coins in the ratio 4 ∶ 3 ∶ 5. What is the number of 5 rupee coins?
The ratio of three numbers is 3 ∶ 5 ∶ 4 and the sum of their squares is 11250. Find the sum of the numbers.
When 'x' is subtracted from each of the numbers 22, 39, 56 and 107, then the resulting numbers, in this order, are in proportion. What is the mean proportional between (x + 3) and (3x - 7)?
The salaries of Ravi and Sumit are in the ratio 4 ∶ 5. If the salary of each is increased by Rs. 6,000 the new ratio becomes 35 ∶ 40. What will be Sumit's increased salary?