Function End Behaviour (Polynomials) - Power and Coefficient to Graph (Level 1)

Function End Behaviour (Polynomials) - Power and Coefficient to Graph

$A LaTex expression showing \begin{align*}\text{highest power} &= 2\\ \text{leading coefficient} &= 2\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 2\\ \text{leading coefficient} &= 5\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 3\\ \text{leading coefficient} &= -4\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 2\\ \text{leading coefficient} &= -2\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 1\\ \text{leading coefficient} &= 4\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 3\\ \text{leading coefficient} &= 4\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 1\\ \text{leading coefficient} &= -2\end{align*}$

Which graph's end behaviour would this power and coefficient create?

$A LaTex expression showing \begin{align*}\text{highest power} &= 1\\ \text{leading coefficient} &= -5\end{align*}$

Which graph's end behaviour would this power and coefficient create?