Problem: Matthew reports that two demoniacs came to Jesus, while Mark and Luke say that only one demoniac approached Him. This appears to be a contradiction.
Solution: There is a very fundamental mathematical law that reconciles this apparent contradiction—wherever there are two, there is always one. There are no exceptions! There were actually two demoniacs that came to Jesus. Perhaps Mark and Luke mentioned the one because he was more noticeable or prominent for some reason. However, the fact that Mark and Luke only mention one does not negate the fact that there were two as Matthew said. For wherever there is two, there is always one. It never fails. If Mark or Luke had said there was only one, then that would be a contradiction. But, the word “only” is not in the text. The critic has to change the text to make it contradict, in which case the problem is not with the Bible, but with the critic.
“And when he was come to the other side into the country of the Gergesenes, there met him two possessed with devils, coming out of the tombs, exceeding fierce, so that no man might pass by that way. And, behold, they cried out, saying, What have we to do with thee, Jesus, thou Son of God? art thou come hither to torment us before the time? And there was a good way off from them an herd of many swine feeding. So the devils besought him, saying, If thou cast us out, suffer us to go away into the herd of swine. And he said unto them, Go. And when they were come out, they went into the herd of swine: and, behold, the whole herd of swine ran violently down a steep place into the sea, and perished in the waters. And they that kept them fled, and went their ways into the city, and told every thing, and what was befallen to the possessed of the devils. And, behold, the whole city came out to meet Jesus: and when they saw him, they besought him that he would depart out of their coasts. (Matt 8:23-34)”
