The sum of cubes of two numbers is 280. If the numbers are in the ratio 2:3, find the smallest number.

The sum of cubes of two numbers is 280. If the numbers are in the rat

1.	The sum of cubes of two numbers is 280. If the numbers are in the ratio 2:3, find the smallest number.
A.	4
B.	6
C.	3
D.	2
Answer» B. 6

Discussion

No Comment Found

Related MCQs

Seats for Mathematics, Physics and Biology in a school are in the ratio 5 : 7 : 8. There is a proposal to increase these seats by 40%, 50% and 75% respectively. What will be the ratio of increased seats ?
If a flat costs Rs.4500 per sq. ft, and a commercial space costs Rs.9500 per sq. ft, then what is the ratio of their areas if the total cost of both are the same?
The sum of squares of three numbers is 280. If the numbers are in the ratio 3:5:6, find the greatest number.
The sum of cubes of two numbers is 280. If the numbers are in the ratio 2:3, find the smallest number.
What is the ratio of Faheem’s salary to Imran’s salary to Naveed’s salary if Faheem makes 80,000 rupees ,Imran 70,000 rupees and Naveed makes 50,000 rupees ?
In what ratio should the profit be divided if M, N, O invests capital in ratio 2:3:5 and their timing of their investments are in the ratio 4:5:6.
Two numbers are in the ratio 5:4 and their difference is 10.What is the largest number?
The sum of three numbers is 172. The ratio of the first and second numbers is 8:11. The ratio of the second and third is 5:7. Find the second number.
4 singers, 5 dancers and 3 comperes divide an amount of Rs.130000 among themselves such that 3 comperes get as much as 2 dancers and 3 dancers get as much as 2 singers. Find the amount received by a singer.
In what ratio should the profit of Rs.8000 be divided if X starts a business with an investment of Rs. 20000, Y invests Rs.7500 for 4 months and Z invests Rs.15000 after 3 months from the start of the business.

The sum of cubes of two numbers is 280. If the numbers are in the ratio 2:3, find the smallest number.

Discussion

No Comment Found

Related MCQs

Reply to Comment