Answer:
d.14,249 units
Explanation:
Break-even sales (units) = Fixed Costs ÷ Contribution per unit
Where,
Contribution per unit = Unit Selling Price - Unit Variable Cost
= $106
therefore,
Break-even sales (units) = ($1,464,000 + $46,400) ÷ $106
= 14,249
thus,
the break-even sales (units) if fixed costs are increased by $46,400 is 14,249 units.
Answer:
The correct answer is D. $1,320,000
.
Explanation:
In this case, it should be considered that the Stone Company is just beginning to operate, so the capital at the end of the period is made up of the following:
Initial Capital: $ 1,200,000
Dividends: $ 120,000
TOTAL = $ 1,320,000
Net income is not part of the measurement of capital, since information on expenses must be available to calculate the profit or loss for the period. For its part, investments in shares are considered a current asset and do not enter into this calculation.
Answer:
1) total sales revenue = $120,000
this amount holds regardless of how much money was collected in cash or if an account/note receivable was recorded
2) the company must recognize interest revenue:
principal = $72,000
interest revenue = $72,000 x 10% x 40/360 days = $800
Dr Interest receivable 8000
Cr Interest revenue 800
The number of shares that a corporation's incorporation document allows it to sell is referred to as authorized shares.
<h3>What is a Corporation?</h3>
This refers to a business entity that has a group of members who acts together for a set goal.
Hence, we can see that when it comes to the selling of stocks by the corporation, there is a limit of shares to sell and this is known as authorized shares.
Read more about stocks here:
brainly.com/question/25572872
Answer:
$1,565.48
Explanation:
This is an annuity due type of question since the recurring payments are made at the beginning of each year unlike Ordinary annuity whose payments occur at the end of each period.
With a financial calculator on beginning mode "BGN", use the following inputs to find the PV;
Total duration of investment; N = 3
Recurring payment; PMT = 550
Interest rate; I/Y = 5.5%
One time cashflows; FV = 0
then compute for Present value ; CPT PV = 1,565.476
Therefore, the most you should pay is $1,565.48