Cause marketing has a particularly interested audience in civic-minded ________
A) Millennial consumers
B) baby boomers
C) Gen Xers
D) Gen Yers
E) shadow boomers
A
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The HURIER model focuses on how many aspects, or stages, of listening?
A. Three B. Four C. Five D. Six
Compute the ending work in process inventory for a manufacturer with the following information.Raw materials purchased$131,700Direct materials used in production65,400Direct labor used44,000Total factory overhead used101,600Work in process inventory, beginning of year32,500Cost of goods manufactured212,900
What will be an ideal response?
In 2000, Michael purchased land for $100,000. Over the years, economic conditions deteriorated, and the value of the land declined to $60,000. Michael sells the property in this year, when it is subject to a $30,000 nonrecourse mortgage. The buyer pays Michael $34,000 cash and takes the property subject to the mortgage. Michael incurs $5,000 in real estate commissions. Michael's gain or loss on the sale is
In 2000, Michael purchased land for $100,000. Over the years, economic conditions deteriorated, and the value of the land declined to $60,000. Michael sells the property in this year, when it is subject to a $30,000 nonrecourse mortgage. The buyer pays Michael $34,000 cash and takes the property subject to the mortgage. Michael incurs $5,000 in real estate commissions. Michael's gain or loss on the sale is
A) $4,000 gain.
B) $1,000 loss.
C) $36,000 loss.
D) $41,000 loss.
A farmer in Egypt owns 50 acres of land. He is going to plant each acre with cotton or corn. Each acre planted with cotton yields $400 profit; each with corn yields $200 profit. The labor and fertilizer used for each acre are given in the table below. Resources available include 150 workers and 200 tons of fertilizer.
Cotton Corn Labor (Workers)5 3 Fertilizer (Tons)6 2 (A) Formulate a linear programming model that will enable the farmer to determine the number of acres that should be planted cotton and/or corn in order to maximize his profit. ? (B) Find an optimal solution to the model in part (A) and determine the maximum profit. ? (C) Implement the model in part (A) in Excel Solver and obtain an answer report. Which constraints are binding on the optimal solution? ? (D) Obtain a sensitivity report for the model in part (A). How much should the farmer be willing to pay for an additional worker? ? (E) Suppose the farmer hires 10 additional workers. Can you use the sensitivity analysis obtained for part (D) to determine his expected profit? Would his planting plan change? Explain your answer. ? (F) Suppose the farmer now wants to hire 20 additional workers, instead of just 10. Can you use the sensitivity analysis obtained for part (D) to determine his expected profit? Explain your answer. What will be an ideal response?