Answer:
Instructions are below
Explanation:
Giving the following information:
January 520 $ 4,470
February 490 4,260
March 300 2,820
April 500 4,350
May 310 2,960
June 480 4,200
July 320 3,000
August 400 3,600
September 470 4,050
October 350 3,300
November 340 3,160
December 320 3,030
A) To calculate the fixed and variable costs, we need to use the following formulas:
Variable cost per unit= (Highest activity cost - Lowest activity cost)/ (Highest activity units - Lowest activity units)
Variable cost per unit= (4,470 - 2,820) / (520 - 300)
Variable cost per unit= $7.5
Fixed costs= Highest activity cost - (Variable cost per unit * HAU)
Fixed costs= 4,470 - (7.5*520)
Fixed costs= $570
Fixed costs= LAC - (Variable cost per unit* LAU)
Fixed costs= 2,820 - (7.5*300)
Fixed costs= $570
B)
Total cost= 570 + 7.5x
x= hours of mantainance
C) x= 590
Total cost= 570 + 7.5*590
TC= $4,995
D) x= 600
Total cost= 570 + 7.5*600
TC= $5,070
Answer: Generate, define, and evaluate potential marketing actions.
Explanation: In the given case, Wrangler jeans wants to promote their brand and spread their brand awareness in the market by using different advertisements. Thus, they are trying to make some marketing actions.
Therefore, using marketing research to evaluate customer preferences for choosing the best alternative depicts that company is trying to evaluate and define the marketing actions they should be taking in future.
Answer:
Productivity = 2.35 cars / $
Explanation:
Given:
Total number of car per hour = 200
Total number of washers = 5
Wages per hour each washer = $6
Per hour water expenses = $50
Per hour electricity expenses = $5
Computation of total expenses per hour:
Total expenses per hour = (Total number of washers x Wages per hour) + Per hour water expenses + Per hour electricity expenses
Total expenses per hour = (5 x $6) + $50 + $5
Total expenses per hour = $30 + $50 + $5
Total expenses per hour = $85
Computation of productivity:
Productivity = Total number of car per hour / Total expenses per hour
Productivity = 200 / $85
Productivity = 2.35 cars / $
A plaintiff is the party which brings accusations against the defendant. The defendant is the party against which the charges are being brought.
