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kimberly alegria

kimberly a.

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Which of the following are designated substances? Question 2 options: Mercury Lead Isocyanates All of the above

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Explain third spacing describe four ways edema can occur. Describe client teaching to decrease prevent edema

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If $f(x) = \frac{\sqrt{x}-3}{\sqrt{x}+3}$, find: $f'(x) = $ $f'(3) = $

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Question 1 a) Calculate the volumetric flow rate of 12.5% (w/v as Cl$_2$) sodium hypochlorite (NaOCl) solution (in gallons per day) to give a free chlorine dose of 5.00 mg/L (as Cl$_2$) to filtered surface water containing no free chlorine residual at a flow rate of 10.0 million gallons per day. Use 1 gallon = 3.785 L & 1% (w/v) = 10.0 g/L. b) Calculate the monthly (30 days) requirement of 12.5% NaOCl solution at the treatment plant in gallons. Then, calculate the requirement in pounds. Use 1.17 g/cm$^3$ as the density of 12.5% NaOCl. c) Repeat Question a assuming that the volumetric flow rate of 12.5% NaOCl solution is negligible compared with the flow rate of filtered surface water. You can simplify your mass balance equation. d) Repeat Question a where the filtered surface water already contains 1.21 mg/L (as Cl$_2$) of free chlorine residual & wish to boost the residual to 5.00 mg/L (as Cl$_2$). Assume there is no free chlorine demand in the filtered surface water. e) Replace the 12.5% NaOCl solution in Questions a and b with chlorine gas (100% as Cl$_2$) and calculate the monthly requirement at the treatment plant in pounds. Discuss the difference in monthly requirements between NaOCl and chlorine gas.

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Question 10 Diseases that spread easily from person to person are called Onosocomial communicable noncommunicable contagious

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3. Neurons and glial cells are this type of tissue: ________

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Question 13 (5 points) Solve: $\frac{1}{2x} + \frac{7}{4x} = 1$. Completely simplify your answer.

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a researcher is examining a sample of skeletal muscle. which of the following would correctly describe what she is seeing?

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1. Suppose that the cost function for a company can be given by $C(x) = 3500e^{0.05x}$, where $x$ is the number of items produced. (a) What is the average cost function? (b) Find number of items produced that gives the minimum average cost. (c) What is the minimum average cost?

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3. A series of calibration standards of metathione (a pesticide) containing internal standard was analyzed on a 30 m GC column. The concentration range of the standards was 1.00 to 100.00 ppm (m/V). The line formula y = 0.564x + 0.235 was obtained. Pulped tomatoes (100g) were made homogeneous and from this 1.00g sample was extracted three times with 20.00 mL ethyl acetate. The three extracts were combined and diluted to 100.00 mL and the same volume as used for the standards were analyzed by GC. The following results were obtained. able[[,Retention time (min),Peak width (sec),Peak area],[Compound 1 (Unretained),1.7,,10765],[Compound 2 (Internal std),8.4,6.1,564],[Compound 3 (Analyte),13.3,7.3,1923],[Compound 4,15.4,8.6,176],[Compound 5,15.6,9.5,165]] 3.1 Calculate the metathione content of the tomatoes in ppm (m/m). (7) = 0.563 ppm (m/V) 4. A technician must analyze tomato paste for the presence of atrazine and captafol, two active ingredients present in pesticide formulations. Stock solutions of the authentic reference materials were prepared by dissolving 5.00 mg of each and diluting to 10.00 mL with chloroform. Calibration standards were subsequently prepared in chloroform by accurately diluting 20.0; 100.0; 200.0 and 500.0 μL to volume in 10 mL volumetric flasks, following the addition of internal standard. An accurately weighed mass, 20.2158 g of tomato paste was extracted three times with 20 mL of ethyl acetate. The extracts were combined and dried. The residue was redissolved in dichloromethane, internal standard was added and diluted to 20.00 mL. Results: able[[,Peak area Atrazine,Peak area Captafol,Peak area (IS)],[Std 1,42,36,118],[Std 2,210,185,120],[Std 3,413,354,116],[Std 4,2224,1907,125],[Sample,264,168,112]] Calculate the concentration of the pesticides in the tomato paste expressed as ppm (m/m) with the aid of a graph. Please explain all of them respectfully thank you.

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