MBA Exam Numerical Ability Number System

Find the number of numbers between 200 and 300 both included, which are not divisible by 2,3,4 and 5.

1) 27
2) 26
3) 26
4) 28
5) none

Read Solution (Total 3)

Nos divisible by 2 = (300-200)/2 + 1 = 51
Odd nos divisible by 3 = (297-201)/6 + 1 = 17
Odd nos divisible by 5 = (295-205)/10 + 1 = 10
Odd nos divisible by 15 = (285-225)/30 + 1 = 3

Hence nos divisible by 2, 3, 4 or 5 = 51+17+10-3 = 75

Answer = 101 - 75 = 26
9 years agoHelpfull: Yes(3) No(1)

formula l=a+(n-1)*d
so,l=297(last number divisible by 3)
a=201(first number disibile by 3)
d=3 common difference
n=number of term which is disible by 3
297=201+(n-1)*3
n=33(option 5 none)
8 years agoHelpfull: Yes(1) No(4)
y u divided those diff by 6,10,30 plz explain deeply
9 years agoHelpfull: Yes(0) No(1)

MBA Other Question

What is the minimum distance through which a person can reach point B from pt A. He can also walk through the boundary. Radius is 1cm.

1) ( 5 + Ï€)
2) (6+ Ï€)
3) (3+ Ï€)
4) i dont know rest of the options
Mandeep has to create a password having 5 distinct characters using at least 2 digits (from 7 to 9) andat least 2 English vowels (from A, E, I, O and U). No character other than digits from 7 to 9 and vowels
of English alphabets are allowed in that password. If the password starts with a digit, then it must end
with an alphabet and if it starts with an alphabet, then it must end with a digit. Find the number of
possible passwords that Mandeep can create.

1) 1260
2) 4480
3) 3620
4) 2880