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Which of the following are false? • Partial hydrogenation can lead to the production of trans fat • Having at least one trans bond makes a fatty acid a trans fatty acid • Trans fat is solid at room temperature • Trans fat intake increases LDL, but does not impact HDL

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Molecule A has a molecular weight of 70g/mol and Molecule B has a molecular weight of 213g/mol. A small amount of each is placed in a beaker of water. Which molecule will diffuse more rapidly through the water? They will move at the same rate. molecule B molecule A

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Methyl orange: red at pH < 3.1: orange at pH 3.1-4.4: yellow-orange above pH 4.4 litmus: red at pH < 4.5: purple at pH 4.5-8.3: blue above pH 8.3 thymol blue: yellow at pH < 8.0: green at pH 8.0-9.6: blue above pH 9.6 trinitrobenzene: colorless at pH < 12: yellow at pH 12.0-1: orange above pH 14.0 Which of the pH indicators from the list above would be most appropriate for the titration of 0.30 M aqueous acetic acid (Ka = 1.8 × 10-5) with 0.15 M aqueous sodium hydroxide? A) thymol blue B) methyl orange C) trinitrobenzene D) litmus E) Both thymol blue and litmus can be used

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draw the following vector b=3.0 cm , x+2.0cm, y. b) write the vector in column vector notation

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A fatty acid composed of 14 carbon atoms undergoes ẞ-oxidation. How many acetyl CoA, FADH₂, and NADH does ẞ-oxidation of this fatty acid generate? 14 acetyl CoA, 13 FADH2, 14 NADH 7 acetyl CoA, 6 FADH2, 7 NADH 7 acetyl CoA, 7 FADH2, 7 NADH 14 acetyl CoA, 14 FADH2, 14 NADH 7 acetyl CoA, 6 FADH2, 6 NADH Calculate the net ATP generated by the B-oxidation of the 14-carbon fatty acid. Assume that each FADH, generates 1.5 ATP and each NADH generates 2.5 ATP. number of ATP molecules:

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Both shown systems are balanced. Force $F_2$ is 10N, what is the force $F_1$?

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For this question you will need to use the remarkable fact that the function $e^x$ is its own derivative. That is, \frac{d}{dx}(e^x) = e^x$. \\ (e is just a constant, approximately 2.71828182846.) \\ Use that and the product rule to find the derivative of \\ $(2x^3 - 7x^{10})(6e^x - 3)$ \\ You do not need to expand out your answer.

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QUESTION #6 A. What elements determine what the yield to maturity will be for a bond? (3 points) B. Given the anticipated rate of inflation (i) of 6.3% and the real rate of interest (R) of 4.7%, find the nominal rate of interest (r). (6 points) C. If provided the nominal rate of interest (r) of 14.2% and the anticipated rate of inflation (i) of 5.5%, what is the real rate of interest (R)? (6 points)

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1 The little prince lives on a spherical asteroid with a radius of R=4.0 meters and mass of M=7.0x105 kg (a) Find the escape speed required to escape the gravitational pull of the asteroid. You should derive the equation for the escape speed rather than recalling it from memory. W=d0 5 zF=ma g=9.8m1s 2 dt R=4m R mg M=7.Ox1Okg GM,mz U- 1g2 h-O1xh11 = H m/s (b) The little prince, who has a mass of m=35 kg, jumps off the asteroid with a speed of 1.2 m/s (which is faster than the escape speed) in a direction tangential to the asteroid's surface, as shown in the figure. If the asteroid initially is not rotating. what is its rotational period T (in hours) after the prince jumps off? You can approximate the prince as a point mass on the asteroid's surface, and the asteroid as 5 I=Emiriz 3=3 7m+N+3=I R 1.07x10-bs X 60s tR N T h a80000=33a.5+1.2 h7 1118670t=1.2 U=1. Yg-O1x8L1=7 (c On the figure,sketch the direction of the asteroid's rotation after the little prince jumps off. Also state what is the direction of the angular velocity vector of the asteroid (e.g. to the left, to the right, up the page, down the page, out of the page, into the page). Ltn

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The molybdenum-99 (Mo-99) ? technetium-99m (Tc-99m) ? technetium99 (Tc-99) decay series plays an important role in nuclear medicine, since it serves as the source of Tc-99m, the most widely used radionuclide for nuclear imaging tests. The series parent radionuclide Mo-99 decays through ?- decay with a half-life ($t_{1/2}$) Mo-99 = 66.0 hours into daughter radionuclide Tc-99m. Subsequently, the daughter Tc-99m decays through gamma emission with a half-life ($t_{1/2}$) Tc-99m = 6.02 hours to the granddaughter radionuclide Tc-99. The Tc-99 radionuclide has a much longer half-life [($t_{1/2}$) Tc-99 = 2.1×105 y] in comparison with Mo-99 and Tc-99m and decays through ?- decay to ruthenium-99 (Ru-99). Starting with a pure 10 mCi (0.37 GBq) Mo-99 source: (a) State or derive equations for activities of the Mo-99 parent and Tc-99m daughter as a function of time. (b) Calculate the characteristic time ($t_{max}$) Tc-99m at which the Tc-99m daughter radionuclide attains its maximum activity. (c) Determine the maximum activity of the Tc-99m radionuclide.

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willie b.