Triangle ABC: If point P is situated on BC so that AB + BP =AC + CP, point Q is

Question

Triangle ABC: If point P is situated on BC so that AB + BP =AC + CP, point Q is situated on AC so that BC + CQ = AB + AQ, andpoint R is situated on AB so that BC + BR = AC + AR, prove that AP,BQ, and CR are concurrent. I have no idea how to do this, but if you could answer this instatement/reason form I would much appreciate it! Triangle ABC: If point P is situated on BC so that AB + BP =AC + CP, point Q is situated on AC so that BC + CQ = AB + AQ, andpoint R is situated on AB so that BC + BR = AC + AR, prove that AP,BQ, and CR are concurrent. I have no idea how to do this, but if you could answer this instatement/reason form I would much appreciate it!

Explanation / Answer

I could be wrong but surely this question doesn't work. Do you meanBC + CQ = BA + AQ?

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