Answer:
Compounding formula would be used here which is as under:
Future Value = Present value * (1+r)^n
FV = (PV is $2000) * ( 1 + 4%)^ 3 number of years
Remember that r is the return that is 4% that Sarah Jones will receive.
So
FV = $2250
So this is the amount that she will receive after three years. I would recommend her to invest in ordinary shares (take higher risk for higher return) so that she is able to buy a better car.
Answer:
Around $35
Explanation:
Telemarketing sales calls offers lots of advantages like boosting sales in most organizations. You will have to sign a contract where you agree to pay for a minimum number of hours.
Another advantage is that If you need to do some research in advance of product development or product launches, there is some value in having those research calls made by the same telemarketing team that will ultimately be selling the product.
Answer:
The answer is $330,000
Explanation:
Cash paid to suppliers is the total amount of cash paid to its creditors.
We can find that through:
Cost of sold
Minus: Decrease in inventory
Plus: Decrease in accounts payable
=Cash paid to suppliers.
Now let's start:
Cost of sold - $450,000
Decrease in inventory - $160,000
Decrease in accounts payable- $40,000
$450,000 - $160,000 + $40,000
=$330,000
Therefore, Cash paid to suppliers is $330,000
Answer:
The correct answer is letter "D": All securities in an efficient market are zero net present value investments.
Explanation:
The Efficient Market Hypothesis (EMH) states that neither public or insider information cannot help in an attempt to beat the market because stocks already show all available information possible. Thus, neither using technical or fundamental analysis could be useful to predict future stock price movement.
<em>In other words, in a market under EMH all stocks are zero Net Present Value (present value inflows minus present value outflows) investment vehicles.</em>
Answer:
β = 1.45
Explanation:
The beta of the portfolio is defined as an average of the betas (β) of each asset within the portfolio weighted by their respective invested amounts (A):
The beta of the portfolio is 1.45
