#can someone give me a step by step?
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ok
idrk what im doing but ill try
i think u can use position vectors
yeah i have no idea what im doing
i assume u have to prove theyre on a line
OA = a
OB = b
OC = c
CP = CB + BP = b-c + (a-b)/2 = a/2 + b/2 - c
CN = CB + BN = b-c + 2(BM)/3 = b-c + 2(c-b + (a-c)/2)/3 = b-c + 2(0.5a+0.5c-b)/3 = b-c + (a+c-2b)/3 = a/3 + b/3 + -2c/3
CN = 2(CP)/3
so theres a straight line through C, N, and P so theyre collinear