Answer:
I think eating healthier food would be better. Eating sweet desserts would be healthier than eating a lot, but you should still cut down and eat healthier foods. False
Explanation:
Answer:
I prepared the attached excel spreadsheet because there is not enough room here. The first payment is made on December 2019.
Answer:
Balance sheet
Explanation:
Balance sheet: In the balance sheet, the assets, liabilities, and stockholder equity is recorded. In this the accounting equation is used which is shown below:
Total assets = Total liabilities + stockholder equity
The debit and credit side of the balance sheet should always be equal and balanced.
Moreover, it always is prepared on the specified date.
It analyzes the financial profitability, position, performance of the business organization
Answer:
(a)
TC(q) [before expansion] = Fixed Cost + Variable Cost
= 750,000 + 1.25q
TC(q) [after expansion] = (750,000 + 350,000) + 0.75q
= 1,100,000 + 0.75q
(b) (i) q = 600,000
TC(q) [before expansion] = 750,000 + (1.25 × 600,000)
= 750,000 + 750,000
= 1,500,000
TC(q) [after expansion] = 1,100,000 + (0.75 × 600,000)
= 1,100,000 + 450,000
= 1,550,000
Since expansion will increase total cost, profit will fall ceteris paribus. So firm should not expand.
(ii) q = 800,000
TC(q) [before expansion] = 750,000 + 1.25 × 800,000
= 750,000 + 1,000,000
= 1,750,000
TC(q) [after expansion] = 1,100,000 + (0.75 × 800,000)
= 1,100,000 + 600,000
= 1,700,000
Since expansion will decrease total cost, profit will rise ceteris paribus. So firm should expand.
Answer:
Price of Bond= $907.766
Explanation:
The price of the bond is the present value of its future cash flow discounted at the required rate of return of 5.5%.
Price of Bond = PV of interest payment +PV of redemption value
<em>PV of interest payment:</em>
interest payment = 5.5%× 1000= 55
PV = A × (1+r)^(-n)/r
A- 55, r - 7%, n- 10 years
PV = 55, r- 5.5%, n- 10
PV = 55× 1.07^(-10)/0.07= 399.417301
<em>Present Value of redemption </em>
PV = F× (1+r)^(-n)
F= 1000, r- 7%, n- 10 years
PV = 1,000× 1.07^(-10)= 508.3492921
Price of Bond = 508.3492921 + 399.417301= 907.7665931
Price of Bond= $907.766
