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What is the total number of integers between 100 and 200 that are divisible by 3?
(A) 33
(B) 32
(C) 31
(D) 30
(E) 29
Written by Take GMAT Team on May 2nd, 2008 with
10 comments.
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anupurna
#2.
May 3rd, 2008, at 11:10 AM.
can u please explain
Abhinav
#3.
May 3rd, 2008, at 12:53 PM.
yeah..plz explain
Nrip Nihalani
#4.
May 4th, 2008, at 2:09 PM.
The first integer divisible by 3 after 100 is 102
The Last integer before 200 is 198
198 - 102 = 96
Thus there are (96/3) + 1 integers between 100 and 200 which are divisible by 3
== 32 + 1 = 33
Ans is A
SD
#5.
May 5th, 2008, at 3:12 PM.
A
manikant.
#6.
May 9th, 2008, at 7:17 AM.
its 33
nidhi
#7.
May 12th, 2008, at 4:46 PM.
33
Hodges
#8.
May 13th, 2008, at 5:05 PM.
Hi,
Which subject do I study in order to learn these concepts? Is it number properties or something else? Thanks in advance.
Manisha
#9.
May 17th, 2008, at 11:34 AM.
I also wanna know from where we should learn these concepts?
Can anyone plz. guide….
Navya
#10.
June 3rd, 2008, at 11:16 AM.
Answer is A
Cn also b solved as follows - (200-100)+1 = 101/3 = 33.
u cn learn these concepts in number systems.
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#1. May 3rd, 2008, at 12:51 AM.
A