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I needed help with problems 1- 6 on first page. Then on second page I needed help with problems 12 and 13. I do not

I needed help with problems 1- 6 on first page. Then on second page I needed help with problems 12 and 13. I do not understand this for my test tomorrow. If you could try explaining some of the work that would be great and helpful thanks

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ist form for dan gives 12/5/21, 7:57 PM 12. Find all roots of the polynomial f (x) = (x' + 3x] + 9 + 27) ber a) How many solutions does the polynomial f(x) have? SCO b) Use a graphing calculator to identify the first real root of fix) c) Use synthetic division to find remaining zeros of f(x) d) Solve to find the remaining zeros of f(x) e) Write all the roots/zeros below: X = 13. For the rational function f (x) =- x - 9 * +4x+3 a) Rewrite by fully factoring the numerator and the denominator. b) Find the location (point) of any holes in the graph (if there are any) c) Find the equation of the vertical asymptote(s) (if there are any) d) Find the equation of the horizontal asymptote(s) (if there are any) ps://saps,schoology.com/assets/bundles/js/pdftron-webviewer/d8,.&preloadWorker=1&pdfnet=0&pageHistory=1&useDownloader=0&subzero=1 Page 3 of 317/5/21 7:57 DM 12/5/21, 7:57 PM bes SAM Chapter 2 Review Name: Tyrese Heard Print Graphing Calculators Allowed Horizontal asymptote of a rational function given for Quadratic formula: f (x) - - N(x) _ax' + . D(x) b_ x" + ... Des -b+ Vb2 -4ac n m, no horizontal asymptote 1. Find the possible rational zeros for the polynomial function f(x) = x + 3x- 2x + 7x - 4x- 10 P :- 16 :+1,2 , 5 10 1+ 3(173 - 2013# +7:18 - 4017 - 10 8. Q : 1 1 + 3-2+7-4-10 2. A polynomial function with rational coefficients has 2, - 2, and 5 + 3i as roots. Write what root the function must also have: - 5 1 3 17 14 1-10 1, 2 17,81 3. Write the correct factored form of the graph shown to the right. 4. Find the vertex of y = x - 6x + 3 5. Simplify a) 19 b) 130 6. Sketch the graph for the rational function. Hint: Might be helpful to find vertical and horizontal asymptotes first. Then plot points. 4x - 2 h (x ) = 2- 16 https://seps.schoology.com/asset n-webviewer/d8..&preloadWorker=18pdfnet=0&pag ryl&useDownloader =0&subzero=1

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