Answer:
a tax-rate for 33.33% will make both investment yield an equal return after-taxes
Explanation:
the municipal bonds aare tax free, while the J and K Corp.'s bond are subject to tax income.
threfore to be indifferent between these bonsd the tax rate will equal the corp bon rate after taxes with the municipal bond:
pretax x (1 - t ) = after tax
0.195 x (1-t) = 0.13
1 - 0.13/0.195 = t
t = 1/3 = 33.33%
Answer: interview
Explanation:
During interview, a candidate is able to talk extensively about himself and achievements. By this, he is able to clarify a lot of things about himself
The number of items
in a product line represents the product line length and the total number of
product lines a company carries represents the product width mix. Product line is a group of products that are related
because they are marketed through the same types of outlets, falls within given
price ranges, functions in a similar manner and are sold to the same customer
groups.
Sidewinder, Inc., has sales of $634,000, costs of $328,000, depreciation expense of $73,000, interest expense of $38,000, and a
OlgaM077 [116]
Answer:
$86,050
Explanation:
Data provided in the question:
Sales = $634,000
Costs = $328,000
Depreciation expense = $73,000
Interest expense = $38,000
Tax rate = 21 percent
Dividends paid = $68,000
Now,
EBIT = Sales - Cost - Depreciation
= $634,000 - $328,000 - $73,000
= $233,000
EBT = EBIT - Interest
= $233,000 - $38,000
= $195,000
Net income = EBT - Tax
= $195,000 - (0.21 × $195,000)
= $195,000 - $40,950
= $154,050
Addition to retained earnings = Net income - Dividends
= $154,050 - $68,000
= $86,050
Answer:
$33,600
Explanation:
The computation is shown below:
But first we have to determined the following things
Depreciation rate
= 1 ÷ useful life
= 1 ÷ 10
= 0.1
It is double-declining so the rate is also double i.e. 0.20
Now in the first year, the depreciation expense is
= $40,000 × 0.20
= $8,000
Now in the second year, the depreciation is
= ($40,000 - $8,000) × 0.20
= $25,600
So, the accumulated depreciation at the end of 2019 is
= $8,000 + $25,600
= $33,600
Here the residual value is not relevant. hence, ignored it
