SOLUTION: Find the only value of N which satisfies ALL of the following conditions. Please show me your working N is a whole number 3 ≤ N < 27 N is odd N is a multiple by 3 √N is

Algebra ->  Real-numbers -> SOLUTION: Find the only value of N which satisfies ALL of the following conditions. Please show me your working N is a whole number 3 ≤ N < 27 N is odd N is a multiple by 3 √N is       Log On


   

Question 1138833: Find the only value of N which satisfies ALL of the following conditions. Please show me your working
N is a whole number
3 ≤ N < 27
N is odd
N is a multiple by 3
√N is not an Integer
N is divisible by 5
Thank you
Answer by Edwin McCravy(20055) About Me  (Show Source):
You can put this solution on YOUR website!
Since N is a multiple of 3 and divisible by 5, it is a multiple of 3×5 or 15,
and the only multiple of 15 between 3 and 27 inclusive is 15 itself.
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15 works. It's odd, a multiple of 3, √15 is not an integer, and it's
divisible by 5.

Answer: 15

Edwin