Answer: The value of \(N^2+2N+1\) for \(N=5\) is 36.
Step-by-step explanation:
The given function is \(N^2+2N+1\)
To evaluate the value of \(N^2+2N+1\) for \(N=5\), we need to substitute the value of N=5 we get
\((5)^2+2(5)+1\\\\=25+10+1\\\\=36\)
Therefore, the value of \(N^2+2N+1\) for \(N=5\) is 36.
