Mathematics

Mathematics

Problem

Two chords ABAB and CDCD of a circle intersect at a point PP inside the circle. If PA=x cmPA = x\,\text{cm}, PB=4 cmPB = 4\,\text{cm}, PC=(x+2) cmPC = (x + 2)\,\text{cm}, and PD=3 cmPD = 3\,\text{cm}, determine the value of xx.

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