Question

Which expression is equivalent to p q?
p + q
p minus q
StartFraction p Over q EndFraction
q p

Answer 1

The expression "p q" is typically interpreted as the multiplication of \( p \) and \( q \). Therefore, the expression that is equivalent to \( p q \) among your options is:

- \( q p \) (since multiplication is commutative, \( p q \) is the same as \( q p \)).

The other options do not represent \( p q \):

- \( p + q \) represents addition.
- \( p \) minus \( q \) represents subtraction.
- \( \frac{p}{q} \) represents division.

So, the correct answer is \( q p \).