$\begin{array}{l}\text{p}:\text{ Every quadratic equation has one real root and }\\ \text{q}:\text{ Every quadratic equation has two real roots, then truth value of p and q are }\end{array}$

We know that every quadratic equation has exactly two roots which are either ,both are real or both are imaginary, so any quadratic equation has neither exactly one real root nor both roots are always real