Which of the following is not true of one-way analysis of variance experimental design? choose the correct answer below. a. using a rigorously controlled design is one way to reduce the effect of extraneous factors. b. in any design, if the conclusion is that the differences among the means are significant, the differences are explained by the factor used. c. a completely randomized experimental design is one way to reduce the effect of extraneous factors. d. good results require that experiments be carefully designed and executed.

Put each of them in order. you are a young entrepreneur with a startup business. you now seek credit from the bank to expand it. what are the steps you will have to take? 1. you support your loan application with relevant documents. 2. you fill out the loan application form at the bank 3. you get an approval for the loan and the money is disbursed to your business account 4. you use the credit to further your business plan. 5. you have an interview with the loan officer and you explain your business plan.

Turrubiates corporation makes a product that uses a material with the following standards standard quantity 8.0 liters per unit standard price $2.50 per liter standard cost $20.00 per unit the company budgeted for production of 3,800 units in april, but actual production was 3,900 units. the company used 32,000 liters of direct material to produce this output. the company purchased 20,100 liters of the direct material at $2.6 per liter. the direct materials purchases variance is computed when the materials are purchased. the materials quantity variance for april is:

Afirm plans to begin production of a new small appliance. the manager must decide whether to purchase the motors for the appliance from a vendor at $10 each or to produce them in-house. either of two processes could be used for in-house production; process a would have an annual fixed cost of $200,000 and a variable cost of $7 per unit, and process b would have an annual fixed cost of $175,000 and a variable cost of $8 per unit. determine the range of annual volume for which each of the alternatives would be best. (round your first answer to the nearest whole number. include the indifference value itself in this answer.)