Question

Which of the following is the product of two even numbers and an odd number, each of which is greater than 1?

1) 15
2) 16
3) 20
4) 21

Answer 1

The product of two even numbers and an odd number, each greater than 1, is 20.

Step-by-step explanation:

In order to find the product of two even numbers and an odd number, we need to consider the given options and apply the conditions. We can eliminate option 1) 15 and option 4) 21 since they are odd numbers. Now, let's analyze the remaining options:

1. Option 2) 16: This is the product of two even numbers (4 and 4), so it satisfies the condition.
2. Option 3) 20: This is the product of two even numbers (4 and 5) and an odd number (1), so it satisfies the condition.

Therefore, the correct answer is option 3) 20.