last question In the given figure, circular region. A represents all integers from 10 to 100 inclusive B represents all integers that are multiples of 3 C represents all squares of integers How many numbers are represented by the shaded region?
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I am looking for multiples of 3 from 10 to 100
You should be looking for multiples of 3 from 10 to 100 which are not squares of integers
like what? squares of integers is that x^2
13, 16, 19 ........like this?
like, 12,15,18,21,... (without numbers like 36,81,...)
boy am I doing this incorrect......
28 total
Thanks.......
let's see. minimum number in the set of multipliers of 3 in the range of 10 to 100 is 12(4x3) and maximum is 99(33x3). So there are (33-4)+1=30 numbers that are divisible by 3. Out of them only 81 and 36 are square of an integer. So altogether 30-2=28 I also get 28.
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