Answer:
$ 8.9
Explanation:
Given:
Direct materials cost = $ 10.90
Direct labor = $ 14.90
Variable overhead cost = $ 3.90
Fixed overhead cost = $ 8.90
Selling price offered for the product = $ 38.60
Net incremental cost = Offered selling price - ( Direct materials cost + Direct labor + Variable overhead cost )
The fixed cost is not included because, it will be incurred whether the offer is accepted or not.
therefore,
Net incremental cost = $ 38.60 - ( $ 10.90 + $ 14.90 + $ 3.90 )
or
The net incremental cost = $ 8.9
Answer:
B) Only statement II is correct.
- II. Has $20,000 of taxable income from Corporation Z.
Explanation:
One of the disadvantages of a C Corporation is that their owners (stockholders) are double taxed. That means that the corporation is taxed and then the stockholders are taxed depending on the dividends that they receive. In this case, Walter has $10,000 of taxable income from Corporation X (= $50,000 x 20%).
On the other hand, sole proprietorships, partnerships, limited liability companies and S Corporations are not taxed, they are pass through entities whose owners are taxed directly. In this case, Walter owns 20% of Corporation Z, therefore he must pay taxes on 20% of taxable income = $100,000 x 20% = $20,000.
"e-NABLE" is a grass-roots open source sharing community that uses 3D printers to create free printed prosthetic limbs.
Answer:
$250 million
Explanation:
Given that,
Cell phones:
Quantity produced = 5 million
Price per cell phone = $100
Pizza:
Quantity produced = 25 million
Price per pizza = $10
The market value of pizza is determined by the product of quantity produced and price of each pizza.
Market value of pizza:
= Quantity produced × Price per pizza
= 25 million × $10
= $250 million
Answer:
a) 7.627144987
b) 5.605222315
c) 20.04031392
d) 10.17644951
Explanation:
We need to solve for years starting from the future value of a lump sum formula:
We use logarithmics properties and solve:
a)
log(1655/800)/log1.1 = n
7.627144987
b)
log(4250/2491)/log1.08 = n
5.605222315
c)
log(392620/33905)/log1.13 = n
20.04031392
d)
log(214844/33600)/log1.20 = n
10.17644951
