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SOLVED: Disprove the statements by giving a counterexample: For all real numbers a and b, if a < b then √a < √b. b) For all integers, if n is odd then (n - 1)² is odd. 10. Prove the statements: There are integers m and n such that 1/m + 1/n is an integer. b) There are real numbers a and b such that √(a+b) = a + √b.
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