A rectangle PQRS has its side PQ parallel to the line y=mx and vertices P, Q and S on the lines y=a,x=b and x=−b respectively. If the locus of the vertex R is 24x−5y+36=0 (for a = 2, b = 1), then the value of 1+m+m2 must be
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24x-5y+36=0
24a-5b+36=0
24×2-5×1+36=0
48-5+36=0
84-5=0
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