I think the answer is c because u make 500 thousand a year
Answer:
$2.45
Explanation:
The formula to compute the marginal revenue is shown below:
Marginal revenue = Change in total revenue ÷ Change in number of quantity sold
where,
Change in total revenue would be
50 burgers × $5 = $250
51 burgers × $4.95 = $252.45
So, the change in total revenue is
= $252.45 - $250
= $2.45
And, the change in number of quantity sold is
= 51 burgers - 50 burgers
= 1
So, the marginal revenue is
= $2.45 ÷ 1
= $2.45
Answer:
16.22%
Explanation:
To calculate the annual coupon rate, you can use the following formula:
Coupon Rate= (Annual coupon payment/Par value of the bond)* 100%
Annual coupon payment= $1158.91*14%= 162.2
Par value of the bond= $1000
Coupon Rate= (162.2/1000)*100%
Coupon Rate=0.1622*100%
Coupon Rate= 16.22%
The annual coupon rate on this bond is 16.22%
It's true investing in stocks and bonds is risky because it is possible to lose all or part of your principal.
Investors are unlikely to demand the same returns on their stock investments year after year. Market yields can be expressed as the sum of government bond yields and market risk premiums.
Yes. If you sell bonds before their maturity date, you may incur a loss as the sale price may be lower than the purchase price. Also, if an investor purchases a bond and the company faces financial difficulties, the company may not be able to return all or part of the original investment to the bondholders.
Learn more about bonds at
brainly.com/question/25965295
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Answer:
Let suppose the value of property is 100 dollars currently.
The price of a certain property increased by 10% in the first year, means the value of property at this point is (100 *1.1) 110 dollars.
In the second year the value of property decreases by 20% mean the value of property at this point is (110*0.80) 88 dollars, that is 80% of previous value determine.
In the third year the value of property increases by 25% mean the value of property at this point is (88*1.25) 110 dollars that is 25% more than previous value determine.
So in second year the value in dollars is 88 dollars.
