100 is not divisible by 3
so we can take (200-100)/3 => 100/3 => 33.3
So 33 integers are divisble.
IMO A
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Posted by: ndemir
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
is there a method or a quick way to solve this problem?
Thanks,
100 is not divisible by 3
so we can take (200-100)/3 => 100/3 => 33.3
So 33 integers are divisble.
IMO A
IMO A
first number divisible by 3 = 102
last number divisibl by 3 = 198
198 - 102 = 96
96 / 3= 32 number after 102.. including 102 = total 33 numbers.
I like the theman1 approach too..
ok so is there a rule or special sum here that we take the difference of the two numbers then divide it by 3? thanks
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