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james bernard

james b.

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What are the three types of bonds listed that hold protein structures together (excluding the fourth force)? Peptide bonds, hydrophobic force, metal ion coordination Peptide bonds, Disulfide bonds, Hydrogen bonds Van der Waals Attractions, Electrostatic Interactions, Hydrophobic force Cation-pi interactions, H+ bonds in AA side chains, Metal Ion Coordination Complexes

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14-25 Give IUPAC names for the following compounds:

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The company provided the following data: Beginning inventory $35,000 Purchases 550,000 Gross profit 400,000 Net sales 980,000 Sales 990,000 39. What was the company’s ending inventory?

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4. A frictionless piston compresses an ideal gas in a cylinder from 0.1 m³ Volume (V) to 0.01 m³ Volume. The initial air temperature and pressure is 127 °C and 200 kPa. ($C_{v_{avg}}$ = 0.750 kJ/kgK R = 0.200 kJ/kgK). (6 points)

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Which of the following molecules would be classified as an amino acid?

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when it comes to cybersecurity, Which type(s) on control will best help an enterprise maintain competitive advantage?

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You are preparing for a PCR amplification of a gene and have the following components: 1) a PCR tube 2) DNA sample 3) Water 4) Taq polymerase 5) Buffer 6) forward primer Which of the following components are still needed for the PCR reaction? Select all that apply,

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Question 2 Neatly draw the two following compound using line-angle notation. Include your handwritten answer to the document to upload as a pdf or word file after the online exam submission. A. styrene B. S-3-bromocyclohexanone Upload Choose a File 8 pts

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Question 6 Find the future value of the following flows, when the interest rate is 9%. Year Cash Flow 0 -600 1 0 2 -1,000 3 F $1,289.99 Answer $1,867.02 $1,712.86 $1,441.68

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3) (11pt) A dust particle with mass m=0.05g and a charge of $2 \cdot 10^{-6} C$ is in a region of space where the potential is given by $V(x) = 2 \left(\frac{V}{m^2}\right)x^2 - 3\left(\frac{V}{m^3}\right)x^3$. (a) Derive an expression for the electric field vector in this region of space. (b) Derive an expression for the acceleration of the particle as a function of x and calculate it at the initial location of the particle at $x_0 = 2m$. (c) If the particle is initially at rest, using energy conservation, work out the particle's speed at the final location, $x_f = 4m$.

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