You have three product lines: Basic, Premium, and Supreme. You have limited capacity of 300 machine hours. You face excess demand for all three products (assume unlimited demand for simplicity).BasicPremiumSupremePric e per unit$3,600$8,400$12,000Unit variable cost$1,200$2,400$3,600Machine hours per unit124A. Compute the CM per unit of capacity (i. e, per machine-hour) for each product: Basic = $ per hour Premium = $ per hour Supreme = $ per hourB. Which product(s) should you make?Basic onlyPremium onlyMake all three products to take advantage of the high demandSupreme onlyHow many units of each product should you make? (enter 0 for products that you do not want to make) Basic = units Premium = units Supreme = unitsHint if you get stuck: You have 300 machine hours. Note: only the product with the highest CM per machine hour will be produced. The number of units produced is the total capacity (i. e., total available machine hours) divided by machine hours required per unit.

On june 1 of the current year, chad wilson established a business to manage rental property. he completed the following transactions during june: opened a business bank account with a deposit of $28,000 from personal funds. purchased office supplies on account, $2,690. received cash from fees earned for managing rental property, $7,390. paid rent on office and equipment for the month, $3,310. paid creditors on account, $1,230. billed customers for fees earned for managing rental property, $6,130. paid automobile expenses (including rental charges) for the month, $740, and miscellaneous expenses, $370. paid office salaries, $2,330. determined that the cost of supplies on hand was $1,590; therefore, the cost of supplies used was $1,100. withdrew cash for personal use, $2,210. required: 1. indicate the effect of each transaction and the balances after each transaction: for those boxes in which no entry is required, leave the box blank. for those boxes in which you must enter subtractive or negative numbers use a minus sign. (example: -300) answer

Specialization—the division of labor—enhances productivity and efficiency by a) allowing workers to take advantage of existing differences in their abilities and skills. b) avoiding the time loss involved in shifting from one production task to another. c) allowing workers to develop skills by working on one, or a limited number, of tasks. d)all of the means identified in the other answers.

Which of the following is least likely to a team solve problems together