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If p and q are integers and pq +p is an odd number, which of the following numbers must be even? 1-p 2-q 3- pq-3 4- p^2

If p and q are integers and pq +p is an odd number, which of the following numbers must be even? 1-p 2-q 3- pq-3 4- p^2
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If p and q are integers and pq +p is an odd number, which of the following numbers must be even?

1-p
2-q
3- pq-3
4- p^2

asked
User John MacFarlane
by
9.1k points

1 Answer

2 votes

Answer:Answer: number 2 is correct

answered
User Joe Scotto
by
8.6k points
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