Numerade

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Provide a description of one of the following syndromes: Down, fragile X, Williams, or PraderWilli syndrome

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How many ATP equivalents are made by both SLP & OxPhos in taking one 2,3-BPG through glycolysis, the PDH reaction, and as many turns of the TCA as needed to turn all of the carbons in it into net CO2 in a human (assume the malate-aspartate shuttle is active)?NOTE: 2,3-BPG is converted by a phosphatase into 3-PG!

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Rewrite in the form \frac{-6x^4 - 9x^3 - 6x^2 - 3x + 12}{2x^2 + x + 3} q(x) + \frac{r(x)}{2x^2 + x + 3} \frac{-6x^4 - 9x^3 - 6x^2 - 3x + 12}{2x^2 + x + 3} = \text{ } + \frac{\text{ }}{2x^2 + x + 3}

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Method I, Volume: Final level of water, mL 27.0 26.8 26.7 Initial level of water, mL 20.8 20.7 20.5 Volume of bar, cm³ Density of bar, g/cm³ Avergae density of bar, g/cm³ Method II, Volume: Dimensions, diameter, cm 1.35 1.21 1.31 Dimensions, height, cm 5.2 5.10 5.15 Volume of bar, cm³ Density of bar, g/cm³ Avergae density of bar, g/cm³ Type of bar (Al, Cu, brass, etc.) Relative error (%) ((Ave Density - Spec Density)/Spec Density) \times 100

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Halvetia Sweetmeat is considering the introduction of a "Cadberry." It requires four processes: A, C, B, and D in sequence. The equipment required for each process is available in the company now and is dedicated to the production of another type of candy. Although some capacity is available on this equipment, management is not sure whether they need to buy additional pieces of this equipment. To aid management in decision making, the following information is available. 1- The four equipment—one for each process A, C, B, and D—are available 80% of the time. $n = 80$ 2- The company operates one shift per day (8 hours) and 280 days per year. $T = 8hr \times 280 day$ If 500,000 Cadberrys are required to be made per year: a) Determine how many input and output units are required for each process. b) Determine the number of machines required to produce Cadberry. Time (in seconds) Process/Equipment $PMA = \frac{TP}{Tn}$ A B C D Processing time per unit 30 22 10 15 Scrap rate 9% 5% 2% 3% Rework rate 3% 2% 2% 1%

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Question 1 On November 1, 2020, Jackson Inc. signed a 90 day note payable at 6% interest, to borrow $120,000. How much interest expense is created by this note payable as at December 31, 2020? (Use 365 days a year. Do not round intermediate calculations and round the final answer to 2 decimal places.) a) $1,775.34 b) $591.78 c) $1,183.56 d) $7,200.00 e) $1,321.29 Your answer:

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SECTIONAL VIEWS NAME: CHAPTER 04 EXERCISE 06 DATE: SKETCH A HALF SECTIONAL VIEW. OBJECT IS MADE OF LEAD. Add cutting-plane to drawing. 171

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16. A 10 cm³ capillary tube viscometer is used to measure the viscosity of a liquid. For values of L = 4 cm, z = 25 cm, and D = 0.8 mm, determine the viscosity of the liquid. The time recorded for the experiment is 12 seconds.

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EXERCISE 2 Find all matrices $B$ that commute with $A = \begin{pmatrix} 1+i & 1 \ 0 & -i \end{pmatrix}$. That is, for which $AB = BA$. Solution: $\beta_{11} = \alpha$, $\beta_{12} = \gamma$, $\beta_{21} = 0$, $\beta_{22} = \alpha - (2+0)\gamma$, $\alpha, \gamma \in \mathbb{C}$.

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4. John, Jane, and Joe are twins and were all born 70 years ago (in Earth's frame of reference). John spent his life in the same city. Jane spent her life in a car moving at 30 m/s. Joe spent his life on a jet plane moving at 300 m/s. (Don't ask me how they did this.) How much younger are Jane and Joe than John? Calculate your answer in seconds. You will need to use the binomial approximation because your calculator is not accurate enough to calculate the difference between y and 1.

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james g.