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Question
- describe a real - life situation in which you might encounter an irrational number.
Brief Explanations
In calculating a circle's circumference or area using $\pi$, which is irrational. When finding the diagonal of a square with side - length 1, $\sqrt{2}$ (irrational) is involved.
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Calculating a circle's circumference/area (using $\pi$) or finding a square's diagonal (using $\sqrt{2}$).