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roberto lopez

roberto l.

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3) A turbine operates adiabatically with superheated steam entering at $T_1$ and $P_1$ with a mass flow rate $\dot{m}$. The exhaust pressure is $P_2$ and the turbine efficiency is $\eta$. For one of the following sets of operating conditions, determine the power output of the turbine and the enthalpy and entropy of the exhaust steam. (a) $T_1 = 450^\circ C$, $P_1 = 8000$ kPa, $\dot{m} = 80$ kg/s, $P_2 = 30$ kPa, $\eta = 0.80$.

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if the concentration of fructose 6-phosphate is adjusted to 1.5M and that of glucose 6-phosphate is adjusted to 0.50 M what is the delta G

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What effect is used to qualitatively differentiate the acidity in the two molecules shown below? and Atom Effect - Electronegativity Atom Effect - Size Resonance Inductive Effect Hybridization

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The arterial-venous oxygen differences is ? equal to the blood pressure. ? a measure of the oxygen extracted at the capillary level. ? NOT related to the capillary density. ? equal to the volume of oxygen consumed (VO2). ? determined by using a rating of perceived exertion scale.

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1 point Where does a protein usually go immediately after being formed?

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Question 29 12 pts A consumer with income (Y) of $20 is choosing between quantities of two goods, Q1 and Q2, with P1 = $4, P2 = $5. The equation for the budget line is [Select] The slope of the budget line is [Select]

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The area bounded by the curve $r = 4 \sin \theta$ and $r = 3 - 2 \sin \theta$ is: a. $-\pi + \frac{15\sqrt{3}}{2}$ b. $\pi - \frac{15\sqrt{3}}{2}$ c. $-3\pi - \frac{15\sqrt{3}}{2}$ d. $-4\pi + \frac{15\sqrt{3}}{2}$

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To 10.0 mL of a 12.0 M HCl(aq) solution is added 30.0 mL. Then a 5.00 mL aliquot of the dilute solution is removed and this aliquot is diluted further to a final volume of 50.0 mL. What is the final molarity? Report your answer with at least two decimal places but do not write the units. Add your answer Integer, decimal, or E notation allowed Question 10 10 Points What is the molarity of Na in 240.0 mL of a 0.350 M Na$_2$SO$_4$ (aq) solution? Enter your answer with three decimal places. Add your answer Integer, decimal, or E notation allowed

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(b). An alloy of copper conductor with deformation has a resistivity of 10mΩ at 27°C. When its temperature increases by 20%, its resistivity increases by 10%. When its impurities increases by 25%, its resistivity shoots up by 30%. Assuming Mathiessen's rule to hold good for the conductor, determine the following; (iii). its resistivity due to deformation scattering.

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Determine if the series converges absolutely, converges conditionally, or diverges.\\ $\sum_{n=1}^{\infty} \frac{(-1)^n}{4n^{4/3} + 9}$ \\ A. Diverges\\ B. Converges conditionally\\ C. Converges absolutely

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