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If p(y)p(y)p(y) is a polynomial and if (15y15−11y+1)p(y)=2005y2005(15y^{15}-11y+1)p(y)=2005y^{2005}(15y15−11y+1)p(y)=2005y2005 then find the sum of all the coefficients and the constant term in p(y)p(y)p(y)
Note: In original problem it was mentioned the unit digit of the sum of the coefficients
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