Consider a consumer who consumes two goods and has utility function u(x1, x2) = x2 + √ x1. Income is m, the price of good 2 is 1, and the price of good 1 changes from p to (1+t)p. Compute the compensating variation, the equivalent variation, and the change in consumer’s surplus for a change in the price of good 1, holding income and the price of good 2 fixed.

Salt corporation's contribution margin ratio is 78% and its fixed monthly expenses are $30,000. assume that the company's sales for may are expected to be $89,000. required: estimate the company's net operating income for may, assuming that the fixed monthly expenses do not change.

Indicate whether each of the following companies is primarily a service, merchandise, or manufacturing business. if you are unfamiliar with the company, use the internet to locate the company's home page or use the finance web site of yahoo. 1. alcoa inc. 2. boeing 3. caterpillar 4. citigroup inc. 5. cvs 6. dow chemical company 7. ebay inc. 8. fedex 9. ford motor company 10. gap inc. 11. h& r block 12. hilton hospitality, inc. 13. procter & gamble 14. suntrust 15. walmart stores, inc.

Bagwell's net income for the year ended december 31, year 2 was $189,000. information from bagwell's comparative balance sheets is given below. compute the cash received from the sale of its common stock during year 2. at december 31 year 2 year 1 common stock, $5 par value $ 504,000 $ 453,600 paid-in capital in excess of par 952,000 856,600 retained earnings 692,000 585,600