Square root of 2 - Wikipedia Proofs of irrationality. A short proof of the irrationality of √ 2 can be obtained from the rational root theorem, that is, if p(x) is a monic polynomial with integer coefficients, then any rational root of p(x) is necessarily an integer. Applying this to the polynomial p(x) = x 2 − 2, it follows that √ 2 is either an integer or irrational. Geometry – Easy Peasy All-in-One High School Check your answers, Geometry 11.5. NOTE – Answer Correction: (#21 is 72√2) Record your score out of 15. (potential for an extra credit point) Lesson 157. Do three problems for SAT practice. 11.5. Volume of Pyramids and Cones. Read the second half of the lesson on cones. Do numbers 7, 9-12, 24-30 in the review questions. Check your answers ...
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