Let $p , q , r$ be prime numbers with $$2 < p < q < r < 15$$ Accordingly, how many different values can the product $p \cdot q \cdot r$ take? A) 4 B) 6 C) 8 D) 10 E) 12
Let $p , q , r$ be prime numbers with
$$2 < p < q < r < 15$$
Accordingly, how many different values can the product $p \cdot q \cdot r$ take?\\
A) 4\\
B) 6\\
C) 8\\
D) 10\\
E) 12