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Given the intervals 2 x 5 and -4 y 7, find the bounds for x+y and x-y.

Mathematics

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Exercice 1: Encadrements

Given the intervals:
2≤x≤52 \le x \le 5
−4≤y≤7-4 \le y \le 7

  1. Encadrer x+yx+y: To find the bounds for x+yx+y, we add the lower bounds and the upper bounds:

    2+(−4)≤x+y≤5+72 + (-4) \le x+y \le 5 + 7 −2≤x+y≤12\boxed{-2 \le x+y \le 12}
  2. Encadrer x−yx-y: To find the bounds for x−yx-y, we first find the bounds for

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