Answer:
Present value = $6404.20
Explanation:
Data provided in the question :
Amount of the Centennial lottery prize won = $1.4 million = $1,400,000
Time after which the amount will be received, n = 70 years
Discount rate, r = 8%
Now,
the present values is given as:

on substituting the respective values, we get

or
Present value = $6404.20
Answer:
i = 5.48%
Explanation:
We can use the following method to solve the given problem in the question.
Two consecutive 3 year CDs:
=10000 * (1+(0.05/4))^12 * (1+.(0.05/4))^12 = 13, 473.51
One 5 year CD and a 1 year CD:
=10000 * (1+(0.0565/4))^20 * (1+.(0.04/4))^4 = 13,775.75
13,775.75 is the greater.
The annual effective rate is
=10000 * (1+I)^6 = 13,775.75
i = 5.48%
A company in monopolistic opposition produces an allocatively green output degree even as a company in best opposition produces a productively green output degree.
The long-run equilibrium answer in monopolistic opposition usually produces 0 monetary income at a factor to the left of the minimal of the common overall value curve. The life of excessive limitations to access prevents corporations from coming into the marketplace even withinside the long run.
Therefore, it's far viable for the monopolist to keep away from opposition and hold making tremendous monetary income withinside the long run. One feature of a monopolist is that it's far a income maximizer. Since there's no opposition in a monopolistic marketplace, a monopolist can manage the charge and the amount demanded. The degree of output that maximizes a monopoly's income is calculated through equating its marginal value to its marginal revenue.
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Answer:
Debit to Cash for $560,560
Explanation:
Based on the information given we were told that the Company issues the amount of $539,000 at 104 on March 31 2019 this means that the journal entry to record the issuance will includes a:
Debit to Cash for $560,560
Cr Bonds Payable $539,000
($560,560-$21,560)
Premium on on bonds Payable $21,560
[$539,000*(100%-104%)
(to record the issuance of bonds)
<span>Well if they are trying to maximize profits then they need to charge more per seat. At 25 seats costing $32.00 per seat you will break even. If the price is not altered then they will not make a profit. I would up the price at least 30%-50% so that they will make a respectable amount of profit on each seat.</span>