If Ray earns $900 a week and deductions are 28% Ray's take home pay is:
$648 a week
If we assume that the deductions of 28% are taken out of the $900 weekly we will multiply 900 by 0.28 = 252. Then subtract 252 which is the deduction amount from the 900 and we end up with take home pay of $648.
Here are the tools and services that might be beneficial for Lily:
- Brokerage service, so Lilly could gain access to various kind of private company that is not available on the stock market.
- Stock market software, which contains algorithms that analyze the stock price movement and create a graph to predict how the future price might go.
Answer:
Explanation:
You need to calculate the value of 8 × 12 = 96 different cash flows.
There is not a formula to calculate that, because the<em> $6 dollar increase</em> does not represent growing with a constant rate.
The monthly payments are:
Month payment ($)
0 (today) 300
1 306
2 312
3 318
n 306 + 6 (n-1)
96 (last) 876
Then you must create a spreadsheet with these features:
- Five columns
- First column is the month, and starts with month 0 (today)
- Second column is the initial balance, the first balance is 0
- Third column is the interest: it is calculated as the monthly interest by the initial balance. The monthly interest is 6%/12 = 0.06/12 = 0.005
- Fourth column is the amount deposited: for month zero it is $300, and every month you add $6.
- Fith column is the final balance: it is the sum of the initial balance (second column) + interest (third column) + deposit (fourth colum)
- 96 rows: 8 years × 12months/year = 96 months.
- The initial balance of each row is equal to the final balance of the previous row.
Here a sample of the first three rows:
Month Initial balance Interest Deposit Final balance
0 0 0 300 300
1 300 300×0.005 = 1.5 306 607.5
2 607.5 607.5×0.005 312 922.54
When you do it up to the row 96, the final balance is <em>the balance in the acccount at the end of the eight years</em>.
The last row of your spreadsheet will show:
96 69,042.81 345.21 876 70,264.03
Thus, <em>the balance at the end of eight years will be $70,264.03</em>
<span>Since we only bought one cheese, the amount of money needed to pay for it could be identifiable by the price of one cheese (no need to use variable). The groceries are the opposite since we do not posses any information regarding their prices, so we could replace it with a variable.
The expression could be written as:
11 + 5 + g and 5 + 11 +g
or
(11 + 5) + g and 11 + (5 + g)</span>
Answer:
The cost of the preferred stock, including flotation is 11.31%
Explanation:
In order to calculate the cost of the preferred stock, including flotation we would have to use the following formula:
cost of the preferred stock= <u>Annual Dividend</u>
Price×(1-Flotation Cost)
cost of the preferred stock=<u> $11 </u>
$108×(1-10%)
cost of the preferred stock=<u> $11 </u>
$97.20
cost of the preferred stock=11.31%
The cost of the preferred stock, including flotation is 11.31%
