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tracy andrews

tracy a.

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The oxidative-fermentative (OF) test determines if certain Gram-negative rods metabolize glucose aerobically and/or anaerobically. In this test, the bacteria were found to metabolize glucose oxidatively but were not fermentative (red box). What do the OF test results indicate about the growth requirements for this microorganism?

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Indicate whether the pair of structures shown represent stereoisomers, constitutional isomers, different conformations of the same compound, or the same conformation of a compound viewed from a different perspective. Note that cis, trans isomers are an example of stereoisomers.

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A(n) ___________ is a substance that lowers the energy of activation without itself being changed in the reaction. A(n) ___________ is a substance that lowers the energy of activation without itself being changed in the reaction. d) buffer c) aerosol b) catalyst a) emulsion

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1 + $i_L(t)$ L + $v_L(t)$ - $i_C(t)$ 2 CR $v_s$ +

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During sleep Multiple Choice heart rate, respiratory rate, and body temperature decrease; blood pressure increases. heart rate, respiratory rate increase, and blood pressure decrease; body temperature increases. heart rate, respiratory rate, blood pressure, and body temperature all decrease. heart rate and respiratory rate increase; blood pressure and body temperature decrease.

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In the supply and demand graph for money, with quantity of money on the X-axis and the value of money on the Y-axis, the demand curve is O upward sloping. The demand for money increases as the value of money falls. O upward sloping. The demand for money decreases as the value of money falls. O downward sloping. The demand for money increases as the value of money falls. O downward sloping. The demand for money decreases as the value of money falls.

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Static discharge head Oa: 20 mmHg Ob: 40 ft c: 20.12 ft

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3. Two spherical shells (inner radius a and outer radius b) have, between them, a linear dielectric porcelain with relative permittivity \(\epsilon_r = 6\). If the inner shell has charge 4Q and the outer shell has charge -2Q: (a) calculate the \(\vec{D}\)-field everywhere. (b) Then determine the electric field everywhere. (c) Integrate the energy density \(u = \frac{1}{2}\epsilon_0 E^2\) over all space to find the total electric potential energy of this system. (5) 4. Consider two co-axial metallic tubes of negligible thickness (inner radius a and outer radius b). The tubes are straight and infinitely long, and between them is a linear dielectric material with electric susceptibility \(\chi_e\). (a) If the inner and outer tubes have charge per unit length \(\lambda\) and \(-\lambda\) spread uniformly over their surfaces, determine the displacement field \(\vec{D}\), giving reasons for your steps. (b) Hence find the electric field between the tubes. (c) Determine the capacitance per unit length of the system. (5)

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Question #3 [25 Marks] a) Briefly describe the principle of operation of a transformer. [3 marks] b) Name two types of transformer construction. [2 marks] c) The open-circuit test and the short-circuit test were performed on the primary side of a 20-kVA, 8000/240-V, 60-Hz the transformer, and the following data were taken as shown in Table 1: Page 2 of 3 Open-circuit test (on primary) $V_{oc} = 8000 V$ $I_{oc} = 0.214 A$ $P_{oc} = 400 W$ Short-circuit test (on primary) $V_{sc} = 489 V$ $I_{sc} = 2.5 A$ $P_{sc} = 240 W$ Table 1 i. Calculate the parameters ($R_c$, $X_M$, $R_s$ and $X_s$) of the transformer. [10 marks] ii. Draw the approximate equivalent circuit referred to the primary side. [5 marks] iii. Calculate the efficiency of the transformer, when delivering its full rated output at a power factor of 0.8. [5 marks]

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We consider the nodal polynomial of degree n + 1 defined as w_n+1(t) = Π(t - t_i) i=0 Prove that w_n+(t) = Σ(t - t_i) j=0, j≠i

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