The interest from an investment is calculated through the equation,
I = P x i
Where I is the interest, P is the principal amount and i is the
interest rate.
P = I / i
Substituting the known values,
P = ($9.99) / (0.018/100) =
$55,500
The answer to this item is therefore approximately $55,500.
Explanation:
The journal entry is as follows
Notes receivable A/c Dr $11,100
To Sales A/c $11,100
(Being the sales is recorded)
Since the merchandise transaction is done through note receivable so we debited the note receivable account and the transaction is of sale type so the sales account is credited. Both the transactions are recorded at $11,100
Answer And Explanation:
a) Quantity of chocolate demanded by consumers will decrease
This is because there is a minimum price which makes product more expensive. The higher the price, the less the quantity demanded
b) Quantity of chocolate supplied by producers will increase
This is because price has increased with the government's price floor. The higher the price, the higher the quantity supplied.
c) Quantity of chocolate purchased by the government will increase
This is because there is surplus supply and therefore government would need to buy more to support the price floor and buy leftover chocolates in the market
Answer:
Another term for liability is debt, because both of these terms are accountable for money charges and assist needed :3
Explanation:
:3
Answer:
The correct answer is $83230
Explanation:
Solution
Given that:
The Present worth of geometric series is shown below
= A *[1 - (1+g)^n /(1+i)^n] / (i-g)
Now,
The present cost of worth from EOY 5 to EOY 13 at EOY 4 = 7000 *[1 - (1+0.12)^9 /(1+0.15)^9] / (0.15-0.12)
Thus,
= 7000 *[1 - (1.12)^9 /(1.15)^9] / (0.03)
Which is,
= 7000 * 7.0572647
= 49400.85
Now, The NPW of all costs = 35000 + 7000*(P/A,15%,4) + 49400.85*(P/F,15%,4)
= 35000 + 7000*2.854978 + 49400.85*0.571753
= 83229.93
Therefore the sound improvement better result in a net present worth profit of how much to negate the costs is $83229.93 or 83230
Note: EOY = End of year.