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##### Reference no: EM137065

Q1. Use the suitable formulas to create 2 new columns for total profit as well as profit margin, correspondingly. Illustrate the maximum profit the El Dorado Star can earn? Illustrate the maximum possible profit margin? Are profits as well as profit margin maximized at the equal point on demand?

Q2. Illustrate a new point, A * , that is the no-trade equilibrium in Foreign. How do the relative no trade prices of computers compare in Home and Foreign? Therefore, what will be the pattern of trade between the countries, and why?

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 Company designs websites for clients : During the month, there are 26 workdays. The company has 15 workers. Unexpected inflation : Calculate and interpret the own price, cross price, and income elasticity of demand. Banks capital decline : By what percentage do the total assets decline by bank. By what percentage does the bank's capital decline. Illustrate which change is larger. What hypothesis might explain the connection : How is the lifestyle of many radially symmetrical animals different from that of bilaterally symmetrical animals? Explain how the body plan complements the lifestyle using two animals as examples. No-trade equilibrium in foreign : The no-trade equilibrium in Foreign. How do the relative no trade prices of computers compare in Home and Foreign. What is the heterozygote frequency : If a population with two alleles is at Hardy-Weinberg equilibrium and the frequency of one allele is 0.6, what is the heterozygote frequency. Suggest a hypothesis to explain this behaviour : As a pea plant grows, its root cells divide by mitosis. If the diploid chromosome number of the plant is fourteen, how various chromosomes will each newly formed root cell have. Average product and marginal product : She says the tax will generate \$100,000 tax revenues per month. What assumption is she making. Which would show that the two populations are different : A storm brings two formerly separated populations of beetles together. They look very similar. Under the biological species concept, which would show that the two populations are different species.

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