The correct answer is option B.
Here is why. This sentence is a product of two numbers. equals a third one.
2 *.11 = 22
and there is only one even factor (which is 2). The other one is an odd number: 11.
Though not all factors are even, the product still is, which makes this sentence
2 * 11 = 22
a counterexample for this statement:
"If the product of two numbers are even, then both numbers must be even too".
That is not true, as 2 * 11 is a product with an odd number as a factor, and the result is an even number the same way.
Answer: option B
I hope this helps. =)
