For the given function, find out the largest open interval of the domain over which the function is decreasing.

If the function $h\(\left\)(x\(\right\))=-2x^2$ is graphed, how does its graph compare to the graph of $y=2x^2$?

If the function $g\(\left\)(x\(\right\))=6\(\sqrt{-x}\)$ is graphed, how does its graph compare to the graph of $y=6\(\sqrt{x}\)$?

For the following polynomial expression, perform the indicated operations to simplify.

(9k² - 7x)(9k² + 7x)

Rewrite the following expression by factoring it completely:

15a³b⁴ + 20a²b² + 40ab³

Evaluate:

11 - 4 • 9 - (-3)⁴

Perform the indicated operations on the following complex numbers and have the answer in standard form.

$\(\frac{5}{2-3i}\)$

Simplify the following expression and express the answer in standard form.

$\sqrt{-121}$

If a graph approaches the line y = 3 as x goes to infinity, what is the equation of the horizontal asymptote?

For the function g(x) = (x^2 - 4)/(x^2 - 1), where are the vertical asymptotes located?