Ответ:

2014

Объяснение:

b=2015; p=1/6

(b²+36p²)/(b-6p) +(12bp)/(6p-b)=(b²+36p²)/(b-6p) -(12bp)/(b-6p)=(b²-12bp+36p²)/(b-6p)=(b-6p)²/(b-6p)=b-6p=2015 -6·1/6=2015-1=2014