Answer:
$3.12
Explanation:
For expansion:
EBT = EBIT - Interest
= [6,000 + (30% × 6,000)] - $0
= $7,800
Net income = EBT - Tax
= $7,800 - $0
= $7,800
Earning per share for the case of strong expansion period before any debt is issued:
= Net income ÷ Number of shares outstanding
= $7,800 ÷ 2,500
= $3.12
Answer:
$0
Explanation:
The net income is the difference between the sales and total cost which comprises of the variable cost and fixed cost. The sales and variable cost are dependent on the number of units sold.
Let
u = number of units
s = selling price per unit
v = variable cost per unit
F = Fixed cost
I = Net income
I = su - F - vu
but vu = 0.3su
Hence
I = su - 0.3su - F = 0.7su - F
Given that the proposal will increase sales by $12,000,
New sales = su + 12000 ( in $)
and total fixed costs by $8,400
New fixed cost = F + 8400
New variable cost = 0.3( su + 12000) = 0.3su + 3600
New net income = su + 12000 - 0.3su - 3600 - F - 8400
= 0.7su - F
New net income is same as the old net income hence no increase.
Answer:
If Mary decides to itemize her deductions, she can deduct $11,000 from her gross income (= $9,600 + $1,400).
Explanation:
For 2019, Mary can deduct mortgage interests from her first loan and the interests from her home equity loan as itemized deductions. Deductions are available for mortgage debt and other home equity loans up to $500,000 for single filers and $1,000,000 for married joint filers.
The probability that a randomly selected student is female and an undergraduate = 37%
The probability of being female or an undergraduate= 1.05
<h3>The male students</h3>
The male population = 55%
Therefore female population would be 1 - 0.55 = 45%
<u>Undergraduates</u> = 60%
The male undergraduate = 38%
Therefore female undergraduates = 60%-38%
= 22%
a. The probability that a randomly selected student is an undergraduate and female
= 
= 37%
B. The probability that the student is female or undergraduate
P(A or B)
= Probability of female = 45/100
Probability of undergraduate = 60/100
= 0.45 + 0.60
= 1.05
Read more on probability here:
brainly.com/question/25870256
Answer:
I. Present values increase as the discount rate increases.
and
III. Present values are smaller than future values when both r and t are positive.