The polymer whose structure is shown below is made from two different monomers. Identify the monomers.

Which score indicates the highest relative position?
A score of $630$ on a test with $\bar{X}=800$ and $s=200$

Simplify by adding like terms: $xym-3ymx - 4xmy -3my +2ym$

For the following exercise, use synthetic division to find the quotient. If the divisor is a factor, then write the factored form.\

$$\frac{2 x^3+6 x^2-11 x-12}{x+4}$$

For each of the following data sets, find the mean, the median, and the mode. If necessary, round the mean to one decimal place.

$$42,35,36,40,50$$

Avec un(e) camarade de classe, posez des questions et répondez-y a tour de role.

loisirs: le bricolage, le jardinage

Draw each angle in standard position. (a) $\frac{5 \pi}{4}$ (b) $-\frac{2 \pi}{3}$

Consider the Lewis structure for the polyatomic oxyanion shown below, where X is an element from the 3 rd period (Na-Ar). By changing the overall charge, n, from 1- to 2- to 3- we get three different polyatomic ions. For each of these ions, if the Lewis structure you drew in part (c) differs from the Lewis structure shown below, which one do you think is the best one (if you were able to choose only a single Lewis structure)?

If $\frac{d y}{d x}=\sqrt{1-2 y^{3}}$ , find $\dfrac{dy}{dx}$. A) $3 y^{2}$ B) $-3 y^{2}$ C) $-\frac{3 y^{2}}{\sqrt{x-2 y^{3}}}$ . D)$-6 y^{2}$

For each of the following data sets, find the mean, the median, and the mode. If necessary, round the mean to one decimal place.

$$231,543,601,293,588,109,334,268$$

This method is specified in the Statement interface, and should be used to execute an UPDATE statement.

a. execute

b. executeUpdate

c. executeQuery

d. executeSelect

The table below shows the opening and closing prices of a stock during one trading week (Monday to Friday). The stock changed the same amount each day. How much did it change on Tuesday?

$$\begin{alignat*}{3} &\underline{\textbf{Day}} \qquad &\underline{\textbf{Price (dollars)}} \\ &\text{Opening} \qquad &15 \qquad \\ &\text{Closing} \qquad &5 \qquad \end{alignat*}$$

(Choose best answer)$\newline$ (F) -10 dollars $\qquad$ (H) -2 dollars $\newline$ (G) -5 dollars $\ \qquad$ (J) 0

Why must a handler be an instance of an appropriate handler interface?

Evaluate the expression by combining like terms.

$$5 d-2-d$$