Answer:
Company should continue with old machine (Alternative 1)
Explanation:
Preparation of a differential analysis dated April 11 on whether to continue with the old machine (Alternative 1) or replace the old machine (Alternative 2)
DIFFERENTIAL ANALYSIS
Continue with old machine(Alternative 1) ; Replace with old machine(Alternative 2); Differential effect on income
REVENUES
Proceeds from sale of machine
$0 $50500 $50500
COSTS
Purchase price $0 -$75000 -$75000
Direct labor -$56000 -$37000 19000
(11200*5 = -56000)
(7400*5 = -37000)
Income (loss) -$56000 -$61500 -$5500
Based on the above differential analysis the Company should continue with OLD MACHINE (Alternative 1)
<span>A great reason to revise her monthly budget is that Christine can adjust her planning to meet her specific goals. While sticking to long term goals may be a good idea for some, if that is not possible adjusting your budget is a good way to keep track of income and expenses and to make sure that you do not spend more than you should.</span>
The market demand curve would be 1000 - 0.125Q.
<h3>How to calculate the demand curve?</h3>
It should be noted that the market demand curve will be the sum of the individual demand curve.
The market demand curve will be calculated thus. Mary’s demand curve is 5P = 5000 – 1.25QM. Here, p = 1000 - 0.25QM
Jack’s demand curve for donuts is given by P = 1000 – 0.5QJ. Helen’s demand curve is given by QH = 2000 – 2P. This will be P = 1000 - 0.5QH.
The slope will be:
= 0.5 × 0.25
= 0.15
The demand function of Jack and Helen are the same. The demand curve will be 1000 - 0.125Q.
Learn more about demand on:
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Answer:
2,845 units
Explanation:
To find the answer you need to consider that the profit is equal to the sales minus the costs.
Let's consider that x is the number of units sold
Sales= Price per unit*number of units sold
Sales= 37x
Variable cost= Cost per unit*number of units sold
Variable cost= 11x
Fixed cost= 18,470
55,498=37x-11x-18,470
55,498+18,470=26x
73,968=26x
x=73,968/26= 2,845
According to this, the answer is that they need to sell 2,845 units to make the desired profit.
Answer:
$1.60 per direct labor hour
Explanation:
Overhead application rate = Budgeted Overheads ÷ Budgeted Activity
hence,
Overhead application rate = $364,800 ÷ $228,000
= $1.60 per direct labor hour