Numerade

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Which is true and which is false about catalysts? ⚫ a catalyst will not show up in the overall reaction [Select] a catalyst will not show up in the rate law of the overall reaction [Select] ⚫ a catalyzed reaction will have different $\Delta H_{rxn}$ than uncatalyzed reaction [Select] ⚫ a catalyzed reaction will have more steps than uncatalyzed reaction [Select] ⚫ a catalyst lowers the energy of the reactants and products [Select] ⚫ a catalyst will lower the activation energy of the slowest step [Select]

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. Imagine that you are working with isolated mitochondria and you mattage to double the ratio of prototts outside to protons insade. In order to maintain the overall 4G at its original value (whatever it is). how would you have to change the mitochondria membrane potential?

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A. Drawing on and synthesizing assumptions from each of the following theories, describe what is meant by “person in environment” as a central, defining concept in social work practice: Ecosystems Theory Systems Theory Ecological Theory

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Macmillan Learning For each scenario, determine whether or not government intevention will improve society's well-being. Government intervention will improve society's well-being. Government intervention will not improve society's well- Answer Bank being. Consumers are beginning to demand more smartphones than traditional cell phones. The coastal town of Willowby could prevent many shipwrecks by building a lighthouse. However, no individual resident is willing to pay for the lighthouse because they could never recoup the cost from ships that benefit from the lighthouse. A local energy company releases pollutants into the regional water reservoir. A manufacturing company in Texas is switching from producing coats to producing T-shirts in anticipation of warmer weather.

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2) Write the expressions given below in phasor form in the time domain.\ a) $\vec{E}(x) = \vec{e}_z e^{j5x} + \vec{e}_x e^{j5x}$\ b) $\vec{H}(z) = \vec{e}_x e^{-jz} - \vec{e}_y e^{-j(z + \frac{\pi}{6})}$

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Q2. Assume the following elastic loading exists on a block of copper: ?? = 325 MPa, ?? = 80 MPa, and ?Y = 40 MPa Calculate ?x and ?z for this block assuming (a) that it is a random polycrystalline material (b) that it is a single crystal with the tensile and shear axes lining up along unit cell axes. (c) Explain why the relative strain values you calculated along the X axis make sense for the two cases, based on the elastic anisotropy of copper. Hint: For random polycrystalline copper, E=129.8GPa and v = 0.343 For single crystal: $S_{11} = 1.50 \times 10^{-11} Pa^{-1}$; $S_{12} = -0.63 \times 10^{-11} Pa^{-1}$

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Use Gaussian elimination to find the complete solution to the system of equations, or show that none exists. 5x + 18y - 20z = 13 2x + 9y - 11z = 1 x + 3y - 3z = 4 Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. A. There is one solution. The solution set is {($\boxed{}$,$\boxed{}$,$\boxed{}$)}. (Simplify your answers.) B. There are infinitely many solutions. The solution set is {($\boxed{}$,$\boxed{}$, z)}, where z is any real number. (Type expressions using z as the variable. Use integers or fractions for any numbers in the expressions.) C. There is no solution. The solution set is Ø.

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m 10.5 Question 8, 10.5.33 HW Score: 27.27%, 3 of 11 points Part 1 of 2 Points: 0 of 1 Save A minivan with a gross weight of 5300 pounds is parked on a street with a slope of 6°. Find the magnitude of the force required to keep the vehicle from rolling down the hill. What is the magnitude of the force perpendicular to the hill? What is the magnitude of the force required to keep the vehicle from rolling down the hill? pounds (Round to one decimal place as needed.) Weight = 5300 lbs

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Problem 3. $P(t) = frac{MP_0}{(M - P_0)e^{-Mt} + P_0}$, in the limit $P(t) o M$ as $t o infty$. Notice that from the ODE, $frac{dP}{dt} = P(M - P)$, with $M$ positive, that $P'(t)$ is positive if $0 < P < M$, and $P'(t) < 0$ if $P > M$. So $P(t)$ increases when $P$ is less than $M$ and decreases when $P$ is bigger than $M$. Problem 4. Take the derivative using the Fundamental Theorem of Calculus (FTC), and verify that the initial condition is satisfied.

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Consider a point charge q = 3.5 µC, point A at distance $d_1$ = 6.0 m from q, and point B at distance $d_2$ = 4.0 m. (a) If these points are diametrically opposite each other, as in figure (a), what is the electric potential difference $V_A$ - $V_B$? 2.625 V (b) What is that electric potential difference if points A and B are located as in figure (b)? - 2.625 V

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