Factor the quadratic equation below. m^2-9m+8 (m-1)(m-8) (m+1)(m+8) (m-1)(m+8) Cannot be factored

## Step 1
The given quadratic equation is $m^{2}-9m+8$. We need to factorize this equation. Factoring is a method used to simplify complex expressions or solve equations.

## Step 2
To factorize the given quadratic equation, we need to find two numbers that multiply to 8 (the constant term) and add up to -9 (the coefficient of the middle term).

## Step 3
The numbers that satisfy these conditions are -1 and -8. This is because $-1 \times -8 = 8$ and $-1 + -8 = -9$.

## Step 4
Therefore, the factored form of the given quadratic equation is $(m-1)(m-8)$.