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0580 P42 - Jun 2022 - Q10 - 7 marks
12490
Region R bounded by x4 and two oblique lines

(a) Find all positive integers satisfying \(3n-8>5n-15\). [2]

(b(i)) The unshaded region R is defined by three inequalities. Find them. [3]

(b(ii)) Find the largest value of \(3x+y\) in R for integers x and y. [2]

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