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The greatest integer function shown below, is defined so that it produces the gretest integer__ or equal to x. f(x)=[ [x] ] Answers.
we can use Pythagorean Theorem to find MO...\[MO=\sqrt{9^2+9^2}=\sqrt{81+81}=\sqrt{162}=12.7279...\]and since the question is largest integer value... we can say it is 12... to have MO=13 or 14, the \(m\angle p>90\)... 12 is the largest integer value once \(m\angle P<90\)... hope you got it @Augbay ... A Pythagorean triple is said to be primitive if the greatest common divisor of a, b, and c is 1. Use trial and error to find a primitive Pythagorean triple other than (3, 4, 5).