Sunland Company is starting business and is unsure of whether to sell its product assembled or unassembled. The unit cost of the unassembled product is $60 and Sunland Company would sell it for $135. The cost to assemble the product is estimated at $22 per unit and Sunland Company believes the market would support a price of $170 on the assembled unit. What is the correct decision using the sell or process further decision rule

Panera bread is a chain of cafes serving sandwiches, soups, and freshly baked breads. the company began in 1981 with stores primarily located along the east coast of the united states. since then, the firm has expanded to over 1,300 locations throughout the united states and canada. the firm has strong earnings and has been designated by business week as a "significant growth company." panera bread executives are considering the idea of expanding globally by opening cafes in asia through a franchising strategy. which of the following, if true, supports the argument that panera bread should expand into asia through franchising? a: the panera bread menu changes rapidly, and each cafe's artisan bread bakers receive regular training on new recipes. b: panera bread executives want fast access to the asian market without a significant investment of capital. c: panera bread executives want to test the asian market with a short-term commitment that allows them to make quick profits. d: the panera bread mission is to make excellent bread available to customers around the world.

The uno company was formed on january 2, year 1, to sell a single product. over a 2-year period, uno’s acquisition costs have increased steadily. physical quantities held in inventory were equal to 3 months’ sales at december 31, year 1, and zero at december 31, year 2. assuming the periodic inventory system, the inventory cost method which reports the highest amount for each of the following is inventory december 31, year 1/ cost of sales year 2 a: lifo fifo b: lifo lifo c: fifo fifo d: fifo lifo

For a multistate lottery, the following probability distribution represents the cash prizes of the lottery with their corresponding probabilities. complete parts (a) through (c) below. x (cash prize, $) p(x) grand prizegrand prize 0.000000008860.00000000886 200,000 0.000000390.00000039 10,000 0.0000016950.000001695 100 0.0001582930.000158293 7 0.0039114060.003911406 4 0.0080465690.008046569 3 0.012865710.01286571 0 0.975015928140.97501592814 (a) if the grand prize is $13 comma 000 comma 00013,000,000, find and interpret the expected cash prize. if a ticket costs $1, what is your expected profit from one ticket? the expected cash prize is $nothing.