Of the four numbers, whose average is 24.75, the first number is twice the second, second number is one-third the third number and the third number is 5 times the fourth number. Find the smallest of these numbers.

Q. Of the four numbers, the first is twice the second, the second is one-third of the third and third is $5$ times the fourth, The average of the numbers is $24.75$. The largest of these number is

Q. The average of four numbers is 24.5. Of the four numbers, the first is 1.5 times the second, the second is 1/3rd of the third, and the third is 2 times the fourth number. Then what is smallest of all those numbers?

Q. The average of Four numbers is $24.5$. Of the four numbers, the first is $1.5$ times the second, the second is $\frac{1}{3}$rd of the third, and the third is $2$ times the fourth number. Then what is smallest of all those numbers?

Q. Among four given numbers, the first number is twice the second, the second number is 33.33% of the third and the fourth is 20% of the third. The average of the numbers is 49.50. Which is the largest of the given numbers?

Q. The average of three numbers is $40$. The first number is twice the second and the second one is thrice the third number. The difference between the largest and the smallest numbers is