MBA Exam

In how many ways can 2700 be written as a product of 8 distinct integers?a-6 b-0

c-4 d-More than 6

1) a
2) b
3) c
4) d

Read Solution (Total 1)

Zero.
2700= 1*3*3*3*2*2*5*5
This is the prime factorization of 2700 and since these are 8 numbers and we can't make any other case in which all 8 numbers are different.
8 years agoHelpfull: Yes(0) No(1)

MBA Other Question

Let N be an integer not divisible by 5. Which of the following numbers must leave 1 when dividedby 5?

1) N^2
2) N^4
3) N^6
4) NONE
In a class of 'x' students, if 4 boys are replaced with 4 girls, the ratio of the boys to girls in the class becomes 1:2. On the contrary, if 6 girls are replaced with 6 boys, the ratio of boys to girls becomes equal. What is the present percentage of boys in the class?