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how much ATP would a cell produce when using aerobic respiration to degrade one small protein molecule into 12 molecules of malic acid, how many ATP would that cell make? Malic acid is an intermediate in the Krebs cycle. Assume there is no other carbon source and no acetyl-CoA.

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Refer to the function $f$ shown to the right. Use the graph to estimate the indicated function values and limits. Complete parts (A) through (E) below. Select the correct choice below and, if necessary, fill in the answer box to complete your choice. A. $f(2) = $ (Type an integer) B. The value does not exist (E) Is $f$ continuous at $x = 2$? Explain. Choose the correct answer below A. The function is continuous B. The function is discontinuous at $x = 2$ since $f(2)$ does not exist C. The function is discontinuous at $x = 2$ since $\lim_{x \to 2} f(x)$ does not exist.

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Question 3 (50 points) Silver has an atomic radius of 0.172 nm and an atomic weight of 107.9 g/mol. Find its theoretical density, and compare your answer with what you find from the literature (must provide proof of information on where you obtain the literature value).

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1) (7 pts) Discuss how log differentiation makes taking the derivative of $y = (\sin x)^{3x}$ possible. You may find it easiest to actually calculate the derivative in your explanation.

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01. Put these structures in the correct order showing the pathway of an erythrocyte from the abdominal aorta through the kidney and back to the inferior vena cava. Start with the abdominal aorta. inferior vena cava renal artery afferent arteriole interlobar artery interlobar vein cortical radiate vein peritubular capillaries and vasa recta arcuate vein glomerulus renal vein arcuate artery segmental artery abdominal aorta efferent arteriole cortical radiate artery

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3. Dianne Stacy, a single taxpayer, has $272,000 taxable income, which includes an $88,400 dividend from Tobler Mutual Fund. Ms. Stacy's marginal tax rate on ordinary income is 35 percent, and her entire Tobler dividend is subject to the Medicare contribution tax. Compute Ms. Stacy's total tax on this income if her Form 1099 from Tobler reported that: a. The entire dividend was a qualified dividend distribution. b. $61,000 was an ordinary dividend and $27,400 was a qualified dividend distribution. c. $45,500 was a qualified dividend distribution and $42,900 was a capital gain distribution.

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12. A vaccination programmes against an infectious disease creates: a. Non-rival goods. b. Non-excludable goods. c. Public goods. d. Positive externalities 13. The Theorem of the Second Best implies that: a. Pubic policies that promote competition improve social welfare. b. As there are multiple market imperfections in health care, one cannot always be sure that public policies will improve social welfare. c. As there are multiple market imperfections in health care, public policies will never improve social welfare . d. Equity is a better target for public policies than is efficiency. 14. According to historical scholars on the production of health, the following did NOT contribute to the reduction of mortality rates in the 19th century. a. Improved nutrition. b. The development of antibiotics. c. Improved sanitation with respect to airborne diseases. d. Improved sanitation with respect to waterborne diseases

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The water level in a lake was monitored and was noted to have changed $-1\frac{1}{5}$ inches in one year. The next year it was noted to have changed $-1\frac{3}{10}$ inches. What was the total change in the water level over the two years? Enter your answer as a simplified mixed number by filling in the boxes.

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Prove this use Limit Epsilon : $\lim_{n \to \infty} \frac{2n^2}{n^2 + 3n + 1} = 2$; $\lim_{n \to \infty} \frac{2\sqrt{n} - 1}{3\sqrt{n} + 1} = \frac{2}{3}$

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6. The cost of a car is Rs 500 000, correct to the nearest Rs 10 000. State the lowest and the highest possible values for the cost of the car. 7. John takes 24.7 seconds to run a distance of 200 metres. The time is measured correct to the nearest tenth of a second. State the smallest possible value for the time taken by John.

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cory m.