If amounts of $2600 and $2000 are invested in raxin accounting bonds and stocks respectively, bonds will give a return over such investment that is more than $158 compared to that of stocks.
<h3>What is return on investment?</h3>
Using the given information, it can be calculated that the returns generated by bonds over an investment of $2600 for nine years will be $6870; whereas that for stocks will be $6712 for an investment of $2000.
Hence, it has been computed that bonds have a generated a better return on investment at the rate of 11.4 percent for a period of nine years that is more by $158 than that of returns by stock investments.
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Answer:
Explanation:
From the question, we have the followed parameters;
The Face value=1,000 United States of America Dollar($); yield to maturity= fifteen(15) years; The bond = 7.125 percent (annual) coupon rate; payment for last year = $974.24.
First thing to do is to calculate the market value after one percent extra= 1%+7.125%= 8.125%
Next, we need to calculate the present value of 14 year coupon of 71.25 USD = 573.00+ 1,000/1+ 0.8125^14
=>573.00+322.15
= 895.15
Therefore, the price of the bond today is $ 895.15.
Equilibrium wage means that it is the wage paid on employees where supply and demand are equal.
All persons looking for work at the going wage will be able to find jobs in an equilibrium setting.
an increase in the unemployment rate will result to a decrease on the equilibrium wage.
Answer:
The balance of Allowance for Uncollectible Accounts, after adjustment, will be $2,100.
Explanation:
Allowance for Uncollectible Accounts = Allowance for Uncollectible Accounts prior to adjustment + Current year's Allowance
Allowance for Uncollectible Accounts = $1,000 + $1,100
Allowance for Uncollectible Accounts = $2,100
So, The balance of Allowance for Uncollectible Accounts, after adjustment, will be $2,100.
Answer:
2,720
Explanation:
From the question I can see the revenue is to be calculated so, in order to calculate the revenue we can derive as per below:
<u>with probability of 0.20, the result is zero
</u>
- so, with probability (1 - 0.20) * 40% = 0.32, daily output is 1,000
- so, with probability (1 - 0.20)* 60% = 0.48, daily output is 5,000
<u>Daily output is:
</u>
- 0.20 * 0 + 0.32 * 1,000 + 0.48 * 5,000 = 320+2,400= 2,720