If \(x \gt 0\) and \(y \gt 0\), which of the following expressions is equivalent to \(\dfrac{\sqrt{x} + \sqrt{y}}{xy}\)?

Which of the following equations has a slope parallel to \(y = \dfrac{1}{2}(x + 3)\) and passes through the point \((3, 16)\)?

Which of the following are the solutions to \(3x^2 + 9x + 12 = 0\)?

Express \(\sqrt{-1}\) as i.

The function above shows the value of a used bike over time. Which of the following is true about the function?

Which of the following is true of the function shown below?

\(f(x) = -0.7x^3 + 3.14x^2 +\, 6.28x + 121\)

Which of the following depicts a one-to-one function?

Relation \(z\) is pictured above. What is the value of \(z(z(-8))\)?

For an acute angle, \(x\), which of the following is guaranteed to be greater than \(1\)?

Which of the following provides the domain of \(y = \dfrac{37}{\sqrt{x + 2}}\)?

A quadratic function has roots at \((-3, 0)\) and \((5, 0)\). Which of the following could represent the minimum point of the function?