$$\begin{matrix} \text{Estimated uncollectible accounts based} & \text{}\\ \text{on aging accounts receivable} & \text{\$ 3,796.00}\\ \text{Accrued interest income} & \text{80.00}\\ \text{Merchandise inventory} & \text{98,996.13}\\ \text{Supplies inventory} & \text{401.25}\\ \text{Jalue of prepaid insurance} & \text{600.00}\\ \text{Annual depreciation expense- equipment} & \text{7,345.00}\\ \text{Accrued interest expense} & \text{150.00}\\ \text{Prepaid rent income earned} & \text{2,000.00}\\ \end{matrix}$$

Post the adjusting entries to the T accounts.

Your sibling is complaining. Respond to each statement. Use the present progressive and the words In parentheses.

1. Nunca vistes al bebé. (ahora / yo / vestir/ bebé)
2. Siempre tengo que servir la sopa. (ahora / yo / servir/ sopa)
3. Siempre lees mis libros. (ahora/ yo / no /leer/ tus libros)
4. Siempre pides helado de chocolate. (ahora/ yo / pedir/ helado de café)

Solve the system by graphing.

$$\begin{array}{l}{-x+2 y=-2} \\ {y=\frac{1}{2} x+3}\end{array}$$

Make a table of values and a graph for the function rules $y = 2x$ and $y = 2x^2$. How does the value of y change when you double the value of x for each function rule?

The height h, in inches, of the juice in a 20-oz. bottle depends on the amount of juice j, in ounces, that you drink. This situation is represented by the function rule $h = 6 - 0.3j$. Graph the function rule. Explain your choice of intervals on the axes of the graph

Mari and Rob are making a poster for the science fair. They need to write how much a rock that weighs 7 pounds on Earth would weigh on Mars. They know that they can multiply weight on Earth by 0.38 to find weight on Mars. What number should they write in their poster? A 0.266 pound B 2.66 pounds C 26.6 pounds D 266 pounds

Evaluate the following integrals using integration by parts. $\int(2 w+4) \cos 2 w d w$

Write an absolute value inequality that represents each set of numbers. all real numbers more than 2 units from 6

Find the area of the surface generated when the given curve is revolved about the given axis. $y=\sqrt{1-x^{2}}$, for $-\frac{1}{2} \leq x \leq \frac{1}{2}$; about the x-axis

Graph the system to estimate the solution. Then use substitution to find the exact solution of the system.

$$\begin{array}{l}{x+y=0} \\ {5 x+2 y=-3}\end{array}$$

Draw three lines under each lowercase letter that should be capitalized. For breakfast I had canadian bacon on an english muffin.

Write the inequality that has the solution described. The points (7, 12) and (-3, -8) lie on the boundary line, and each point is a solution. The point (1, 1) is also a solution.

On June 30 of the current year, Roettger Repair Co. received a bank statement dated June 29. The following information is obtained from the bank statement and from the records of the business.

$$\begin{matrix} \text{Bank statement balance} & \text{\$ 3,912.00} & \text{Outstanding checks:} & \text{}\\ \text{Bank service charge} & \text{25.00} & \text{No. 220} & \text{\$ 140.00}\\ \text{Outstanding deposits:} & \text{} & \text{No. 222} & \text{616.00}\\ \text{June 29} & \text{470.00} & \text{No. 223} & \text{160.00}\\ \text{June 30} & \text{660.00} & \text{Checkbook balance on} & \text{}\\ \text{} & \text{} & \text{Check Stub No.224} & \text{4,151.00}\\ \end{matrix}$$

Record the service charge on Check Stub No.224.

a. What is the graph of (-2, 7]? How do you write (-2, 7] as an inequality? b. What is the graph of y > 7? How do you write y > 7 in interval notation?