Answer: $7,500
Explanation:
In calculating the Incremental income we will add the amount of variable Manufacturing costs Rory Company will save as well as the income they will get from selling the old machine and then subtract the cost price of the new machine.
Starting off we will calculate the amount of savings they will make by using the new machine,
= $12,000 x 5 years
= $60,000
Calculating the Incremental income therefore we have,
= 60,000 + 60,000(from selling old machine) - 112,500 (cost of new machine)
= $7,500
The incremental income of buying the new machine is $7,500.
If you need any clarification do comment.
Answer:
$0.79
Explanation:
The Bakery bakes 660 loaves of bread
The cost of baking one bread= $0.46
The total cost of baking all loaves of bread
= $0.46 x 660
=$303.60
The desired mark up is 55% of cost
=55% of $303.60
=55/100 x $303.60
=0.55 x $303.60
= $166.98
Desired revenues = $166.98 +$303.60
=$470.58
The number of sellable breads= 660 - (10% of 660)
=660-66
=594
Desired income is $470.58; sellable output is 594.
price per bread should be
=$470.58/594
=$0.79222
Price per bread = $0.79
Answer:
The correct answer is 'Option (b)
Explanation:
Cole co. should compare between actual interest incurred on all the debts and the calculated interest on weighted average accumulated expenditure and lower of these two should be capitalized.
Actual interest incurred =$50,000+20,000 = $70,000
Calculated interest = $40,000
Lower of these two to be capitalized for the building during 2011= $40,000
Answer:
$190.64
Explanation:
Data provided in the question:
Current selling price of shares = $180 per share
Dividend paid = $10.18
Expected growth rate, g = 6% = 0.06
Required rate of return, r = 12% = 0.12
Now,
The dividend for the following year to the next year, D1 = $10.18 × (1 + g)ⁿ
here, n = 2 ( i.e the duration of next year and the following year )
thus,
D1 = $10.18 × (1 + 0.06)²
or
D1 = $11.438
Therefore,
Price of stock one year from now =
=
= 190.637 ≈ $190.64
Answer:
8448.22
Explanation:
We are asked to calculate the present value of 20,000 in ten years.
<em>Resuming: </em>in this kind of problems we are asked for which lump sum becomes a certain amount in a given period of time at an annual rate