Need help with the below 6 questions:

1:

Rewrite the quadratic function y = 2.1:2 + 123: 25 into the form y = (1(2: h)2 + k. Make sure your answer is an equation of the form y : a(a: i h)2 + A: (use the "PrevieW' button above to check your syntax). Important: Use 3; instead of at) in your answer. Determine whether the quadratic function f(.'l:) = 3.1:2 + 183; has a minimum or a maximum value. Then find that minimum or maximum value. 0 x) has a maximum 0 f(27) has a minimum The minimum/maximum value is: C] Which polynomial function could possibly have the following as its graph? O f($ O f(m 73)3(w71)2(w+1) .1: 3)2(m 1)3(a: 1) 2-! q 0 x) 7 (w -- 3x2: + 1% n2 0 its) 7 (a: 7 3m 7 no 7 n2 0 x) 7 (w 7 3m 7 1m 7 1) 0 at) 7 (a: 3m 1)(m + If 0 flat) 7 (x 7 3m 7 1m + 1) 0 flat) 7 (x 3x2: 1m + n2 0 x) 2 (m + 3m: + 1)2(:.-: 7 1)3 0 its) 7 (a: 7 3m 7 no + n3 0 at) 7 (m 3x2: 1m + n3 0 x) 7 (w 7 3m 7 mm 7 n3 ) 7 l ) ( Please be aware that occasionally the algorithm used by the system to graph polynomials will produce a graph that is not completely accurate. For example, the image below shows a piece of a polynomial function's graph that is supposed to be "U"-shaped and intersect the X-axis at the tick-mark. Unfortunately, the system incorrectly displayed a sharp corner that appears to intersect the x-axis just to the left of the tick-mark. If the graph above has a similar characteristic as that shown below, then just assume that it is supposed to be a smooth "U" shape that intersects the x-axis exactly at the tick-mark. X Select ALL of the potential rational zeros of the following polynomial function. at) _23:n6 1 2:55 1 7m4 1 5x3 1 32:2 1 5m+9 _:L23 7 23 i 9 _:L3 7 There are other potential rational zeros not listed above Find all real and complex zeros of the following polynomial function. f(m) = m3 , 29:2 + 493': , 98 Enter them in the following answer box, separated by commas: :] Find all real and complex zeros of the following polynomial function. an) : m4 , 1023 + 303:2 + 409: , 136 Enter them in the following answer box, separated by commas: :] You must simplify your answers (such as reducing all fractions and rational expressions)