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How can local the local government help prepare employees for higher level positions in the organization.
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Tom's income is $480and he spends it on two goods, X and Y. His utility function is U = XY. Both X and Y sells for $8 per unit. a. Use lagrangian function to calculate Tom's utility-maximizing purchases of X and Y. b. ...
The increase in prescription drugs cost, increases the drug companies profit. Should there be restrictions to lower consumer cost and how much of their profit should be reinvested into research and development?
How can a graph or chart of data help you understand the results? What is a frequency table? Describe an example where a frequency table can be used in life.
Below are the supply and demand schedules for fresh coffee in Vancouver: Price ($/cup) Quantity Demanded (cups/day) Quantity Supplied (cups/day) 1 440 330 2 415 360 3 390 390 4 365 420 5 340 450 6 315 480 7 290 510 a. Wh ...
Ernie's utility function is U ( x , y ) = 32 xy . He has 10 units of good x and 8 units of good y. Waldo's utility function for the same two goods is U ( x , y ) = 3 x + 5 y . Waldo has 9 units of x and 13 units o ...
Advertisements suggest that a new window design can save $400 per year in energy cost over its 30-year life. At an initial cost of $8,000 and zero salvage value, using IRR, is this window a good investment? MARR is 8%.
A small factory produces two types of toys: trucks and bicycles. In the manufacturing process two machines are used: the piece maker and the assembler. It takes 2 hours to make the pieces of the bicycles and 1 hour for t ...
Suppose that a firm had a production function given by: q=2L0.5K0.5. The rental rate for the firm is $10 and the wage is $5. Solve the optimization condition for K and then fill in the value that appears in front of L. K ...
A study indicates that the weights of adults are normally distributed with a mean of 140 lbs and a standard deviation of 25 lbs. Find a value of weight x such that only 20% of adults weigh less than that. A. 136 B.190 ...
Four balls are independently projected onto one target, the probability of a hit for each is P1 = 0.1 , P2 = 0.2 , P3 = 0.3 , P4 = 0.4. What are the probabilities P04, P14, P24, P34, P44 that zero, one (1), two (2), thre ...
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