Find a possible formula for the graph. O g(x) = kx(x + 2)(x-4) for any positive k. O g(x) = kx(x - 2)(x+4) for any positive k. g(x) = k(x + 2)(x + 4) for any positive k. O g(x) = kx(x-2)(x+4) for any positive k. O g(x)= kx(x + 2)(x-4) for any positive k. -

Find a possible formula for the graph. O g(x) = kx(x + 2)(x-4) for any positive k. O g(x) = kx(x - 2)(x+4) for any positive k. g(x) = k(x + 2)(x + 4) for any positive k. O g(x) = kx(x-2)(x+4) for any positive k. O g(x)= kx(x + 2)(x-4) for any positive k. -

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter5: Polynomial And Rational Functions

Section5.5: Zeros Of Polynomial Functions

Problem 51SE: Use Descartes’ Rule to determine the possible number of positive and negative solutions. Then graph...

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Question

Q5&Q6 These are easy Questions If you want to get positive feedback solve both in the order to get positive feedback please show me neat and clean work

Find a possible formula for the graph.
-8-7-6-5-
g(x) = kx(x + 2)(x-4) for any positive k.
g(x) = kx(x-2)(x + 4) for any positive k.
g(x) = k(x + 2)(x + 4) for any positive k.
O g(x) = kx(x-2)(x + 4) for any positive k.
O g(x) = - kx(x + 2)(x-4) for any positive k.

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Current Attempt in Progress
Find all horizontal and vertical asymptotes for the following rational function.
x2 + 9x + 81
x² - 81
f(x) =
Enter the vertical asymptotes in increasing order.
The horizontal asymptote is y = i
The vertical asymptotes are x =
i
and x =
i

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