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Conroe Excavation Consultants began the current year with 31,800 common shares outstanding. It issued additional shares of 17,400 and 19,200 on February 1 and September 1, respectively. The company also purchased 4,800 shares of treasury stock on October 1. The firm's year end is December 31. Based on this information, compute the weighted-average number of common shares outstanding for Conroe Excavation Consultants assuming that the company implemented a 12% stock dividend on December 1. (Enter a decrease in shares outstanding with a minus sign or parentheses.) Date Event Number of Shares Outstanding Weight by Number of Months Shares Are Outstanding Weighted-Average Shares Outstanding 1/1 Balance 31800 12+12 31800 2/1 New Issue 17400 11+12 15950 9/1 New Issue 19200 4+12 6400 10/1 Treasury Stock Purchase (4800) 3+12 (1200) Subtotal 63600 52950 12/1 12% Stock Dividend 7632 Retroactive application 7632 12/31 Balance 71232 60582

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two speakers are producing notes with frequencies of 320.00 hz and 320.20 hz respectively. At a point between the two speakers, the sound varies from loud to soft. How much time elapses between two successive loud moments?

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A pilot is upside down at the top of her flight path. a-Draw an FBD of the forces acting on the pilot b- Comment on the forces that make up Fnetx and Fnet y

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A receptacle is required on a wall space behind a door that is normally

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Dictionary definitions would be considered what type of definition? 1 a. Ostensive definition 2 Stipulative definition 3 Lexical definition 4 Persuasive definition

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Base stations at locations P1 through P4 and target at unknown location P0 are deployed - • P1 = (-1.5, -2) • P2 = (2, 2) • P3 = (-2.5, 2.5) • P4 = (2, -1) in km. Plot the TDOA isogram (Hyperbola). Plots should contain the location of the base stations along with the hyperbola associated with the TDOA measurement, using an x-range from [- 4km, 4km] Note: $T_{2,1} = \frac{r_2 - r_1}{c}$, where $r_i = \sqrt{(P_{ix} - P_{0x})^2 + (P_{iy} - P_{0y})^2}$, the range from $P_i$ to $P_0$, and $c = 299,792.458 \frac{km}{s}$ Example: $T_{2,1} * c = r_2 - r_1 = \sqrt{(P_{2x} - P_{0x})^2 + (P_{2y} - P_{0y})^2} - \sqrt{(P_{1x} - P_{0x})^2 + (P_{1y} - P_{0y})^2}$ *No use of MATLAB built-in functions (eg. EZPLOT) allowed for this problem.

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9) A thin glass rod is bent into a semicircle of radius r. A charge +q is uniformly distributed along the upper half, and a charge -q is uniformly distributed along the lower half, as shown in figure. Find the magnitude of the electric field $\vec{E}$ at P, the center of the semicircle. $\qquad \text{A)} \quad \frac{|q|}{\epsilon_0 \pi^2 r^2} \qquad \text{B)} \quad \frac{|q|}{2\epsilon_0 \pi^2 r^2} \qquad \text{C)} \quad \frac{2|q|}{\epsilon_0 \pi^2 r^2} \qquad \text{D)} \quad \frac{|q|}{4\epsilon_0 \pi^2 r^2} \qquad \text{E)} \quad \frac{|q|}{3\epsilon_0 \pi^2 r^2}$

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Texts: You are building a vault that requires three mathematical calculations to generate the three codes in a combination. Use the JavaScript console or the script block within an HTML page to create three variables. Each variable will be the result of each calculation (three in total). The combination of the lock is 20 - 50 - 49. You must use three different arithmetic operators that will generate each individual number, then display the combination on the HTML page, or in an alert popup. Requirements: Before anything else, write the pseudocode of your steps and how you will solve this exercise. Create a string for the user saying: "You have received this message because you have been chosen to open an important vault. Here is the secret combination:" Assign three variables. Each variable contains the corresponding result of calculation using a unique arithmetic operator (+ - * /). Each must equal one of the three codes in the combination. Add comments throughout the code to explain each step in the process. Create a dialog box displaying the vault codes and the text if using HTML and a script tag, or create a popup dialog. Please submit either a file with your code or a screenshot of the code, with the pseudocode showing.

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Entity B reported net income of $98,000 for the current year. Depreciation recorded on buildings and equipment amounted to $30,000 for the year. Balances of needed current asset and current liability accounts at the beginning and end of the year are as follows: End of Year Beginning of Year Change Accounts receivable 95,000 64,000 31,000 inc Inventory 41,000 44,000 Prepaid insurance 9,000 0 Accounts payable 15,500 17,000 Taxes payable 6,500 1,000 Also, a loss on the sale of land of $7,500 was reported.

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In the case of the plane wave, what statement is true? Select one or more: a. $V' = \frac{p'}{a_0 \rho_0} \frac{\mathbf{k}}{k}$ b. $\frac{1}{r^2} \frac{\partial}{\partial r} \left( r^2 \frac{\partial p}{\partial r} \right) - \frac{1}{a_0^2} \frac{\partial^2 p}{\partial t^2} = 0$ c. $p(r, t) = \frac{1}{r} f_1 \left( t - \frac{r}{a_0} \right) + \frac{1}{r} f_2 \left( t + \frac{r}{a_0} \right)$ d. normala planului are directia vectorului de unda e. solutia de tip unda este $p(\mathbf{x}, t) = f(k_1 x_1 + k_2 x_2 + k_3 x_3 - \omega t)$

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nancy n.