Answer:
According to the rule of 72, the time to double is (interest rate)(number of years) = 72 (approximately). Therefore, all you would have to do is 95 / 5.2 = B. 18.3 years
Explanation:
In order to separate its finances into different categories, Wyatt uses the fact that the notebook has section dividers. So the option you are looking for is B. Hope you can get help from this
The answer is false because when using or applying highlighting for a review, sixty percent is not marked for a review as effective high lighting is used in order to marked the details that are important in a paragraph in which it does nit cover at least sixty percent of it.
Businesses maintain a formal record of financial transactions through publication of income statement and balance sheet.
A formal record of financial transaction entails publication of periodic financial statement to allows users them to understand the financial position of the company.
The process of Bookkeeping with helps to record all financial transactions helps to publish an income statement and balance sheet.
The income statement and balance sheet are the two main financial record which depict the accurate position of the firms position.
Therefore, the Option A and B is correct.
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$100,000 was allocated by a stockbroker to a portfolio yielding 4% annually compounded. If no withdrawals are taken, there will be $117,352 left in the account after four years.
Given a certain rate of return, present value (PV) is the current value of a future financial asset or stream of cash flows. A discount rate or the interest rate that could be obtained through investment is applied to the future value to get the present value.
According to the continuously compounded interest formula,
FV = PV
Here,
Present Investment Value, or PV
the interest rate, I
T = time in years
So,
In light of the specified
PV = $ 100,000
I = 4% = 0.04
t = 4 years
Hence
FV stands for "Final Investment Value"
Then,
FV = 100,000 * e⁰.⁰⁴ˣ⁴
FV = 100,000*e⁰.¹⁶
FV = 100,000 * 1.173510871
FV = 117351.0871
FV = 117351
Hence
The balance in the account after four years was = $117,352
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