ULUNU VU VIVO 9.1.2 Show that if a....am are algebraic numbers, then there are integere meg...,such...
please solve all of it, i am trying to compare answers. Please show all support work in the space provided. Part I: Collecting Data x? f(x)= 2 x-1 1. a. Find the critical numbers. b. Find the maximum and minimum points, if any. Use the First Derivative Test. c. Find the open intervals on which f(x) is increasing or decreasing. Table: Answers: a. Critical Numbers b. Maximum Points (x, y): c. Increasing Intervals Minimum Points (x, y): Decreasing Intervals
Problem 3. Prove Theorem 1 as tollows [Assume all conditions of the Theorem are met. In many parts, it will be useful to consider the sign of the right side of the formula-positive or negative- ad to write the appropriate inequality] (a) Since f"(x) exists on [a, brx) is continuous on [a, b) and differentiable on (a,b), soMean Value Thorem applies to f,on this interval. Apply MVTtof"m[x,y], wherc α zcysb. to show that ry)2 f,(x), İ.e. that f, is increasing...
Hi can you please show how you get the answers using the long way just so I can see how you worked it out even if you can label which properties you've used Thank you 1. (a) (i) A student claims that if p and q are odd integers then the evaluation of the expression (p 1)(g2 - 1) will always be a multiple of 8. Give 3 numerical examples you would 2 marks) 3 marks) use to check this...