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claire griffith

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The technical argument that comparative advantage leads to \_\_\_\_\_\_ is \_\_\_\_\_\_\_ international trade. greater economic surplus; not true of lower economic surplus; against greater economic surplus; in favor of lower economic surplus; in favor of

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A manufacturer of fine pens produces in two plants. The total cost of producing in the first plant is given by TC1=y21+100TC1=y12+100. The total cost of producing in the second plant is given by TC2=y323+200TC2=y233+200. In these cost functions, y1y1 corresponds to the number of pens produced in the first plant, and y2y2 corresponds to the number of pens produced in the second plant. Suppose the firm is producing 24 fine pens. If the firm is minimizing costs, it must be producing pens in the first plant. In these cost functions, y1y1 corresponds to the number of pens produced in the first plant, and y2y2 corresponds to the number of pens produced in the second plant. Suppose the firm is producing 24 fine pens. If the firm is minimizing costs, it must be producing pens in the first plant.

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Over the last few years young people have been more drawn to buying houseplants. What do we expect to happen to the price and quantity at the new equilibrium? Group of answer choices A higher preference for houseplants will increase supply, shifting the supply curve to the right, decreasing equilibrium price and increasing equilibrium quantity. A higher preference for houseplants will increase supply, shifting the supply curve to the right, increasing equilibrium price and decreasing equilibrium quantity. A higher preference for houseplants will increase demand, shifting the demand curve to the left and decreasing both price and quantity. A higher preference for houseplants will increase demand, shifting the demand curve to the right and increasing both equilibrium price and quantity.

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It is important to develop and prioritize land as a Factor of Production (Remember we discussed the Five Factors of Production), because land is required to build large factories since the US primarily produces more goods annually than services, why is why we are a goods and not services economy.

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Which of the following statement allows multiway branching (choose one among multiple choices)?

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All of the following statements align with the post-war consensus EXCEPT Select one: O a. Capitalism benefits more people than it harms O b. The main threat to national security came from anti-war protesters O C. The federal government can be trusted to act in the public interest O d. The U.S. was a free country with liberty and justice for all

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Q2. Find the length of $x = \frac{2}{3}(y - 1)^{\frac{3}{2}}$ between $1 \le y \le 4$. (10 Marks)

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11. Sketch the following logarithmic function to scale using at least 2 points.\\ $f(x) = \log_4 x$ This problem is worth 6 points.\ 12. Use the properties of logarithms to expand the logarithmic expression.\ Evaluate whenever possible. $\log_5 \left(\frac{x^4}{25y^2 z}\right)$ This problem is worth 5 points.\ 13. Use the properties of logarithms to rewrite the expression as a single logarithm. $4\ln(x+1) - 3\ln y$ This problem is worth 5 points.\ 14. Solve the exponential equation, round answer to four decimal places if needed. $e^{x-5} = 40$ This problem is worth 5 points.

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Homework P3.3 For the circuit shown in Fig. P3.3, list the mesh current equations to solve for current $i$. $R_1$ $R_6$ $R_2$ $R_3$ $+$ $V_{s6}$ $-$ $R_4$ $R_5$ $i_5$ $+$ $V_{s3}$ $-$ Fig. P3.3

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We are designing a part from ductile steel. The part, which has a rectangular cross section of 2 inches tall by 4 inches wide, will be used in a polished condition and will only be subjected to bending (non-rotating) fatigue stresses. We would like to design for a reliability of 95% and use this part at 200ºF. A Moore specimen made from this material was found to have a fatigue strength of Sf' = 60 ksi. What fatigue stress do we need to stay below if we want our part to last for at least 3 x 10^6 cycles? (Please show work and cite tables below.) k= kb= kc= ka= ke= Sf = ksi Sf= ( ) x ( ) x ( ) x ( ) x ( ) x ( ) ksi= ksi

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