An integer $n$ is randomly chosen from $1$ to $k^2$, where $k$ is an integer. What is the probability that $n$ is a perfect square?
I know I have to first figure out the probability of getting a perfect square and then take the complement of this.
How would I go about? Thank you!!
Hint: How would you find the perfect squares between 1 and $k^2$? How many are there? How many numbers in total?…