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Let P(x) is a six degree polynomial with...

Let `P(x)` is a six degree polynomial with leading coefficient 1 or in other words `P(x)= x^6+ax^5+bx^4+cx^3+dx^2+ex+f` such that `P(1)=1, P(2)=2, P(3)=3, P(4)=4, P(5)=5 & P(6)=6` Then find `P(7)`

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