QuestionQUESTION 5 / 10 - LEVEL 2 10 MARK(S)
The quadratic equating $x^{2}-4 x+k=0$ has two consecutive odd roots. What are the two roots?

Studdy Solution
Now that we have $r = 1$, the roots are $r$ and $r+2$:
$$r = 1$$ $$r + 2 = 3$$
The roots are $1$ and $3$.
The two consecutive odd roots of the quadratic equation are:
$$\boxed{1 \text{ and } 3}$$