Answer: $15
Explanation:
A copayment or copay simply refers to a fixed amount that is paid by a patient for a covered service, before the patient will receive service. It is an insurance policy which someone who's insured will pay whenever he or she access a medical service.
In this case, since the patient has a copay of $15, then the patient will have to pay $15.
Answer:
8
Explanation:
The maximum amount she can spend is $12. If she buys 4 apples, it would cost her : 4 x $1.50 = $6. She would have $12 - $6 = $6 to spend on bananas.
If the price of bananas are $0.75, she can buy a total of $6 / $0.75 = 8 bananas
I hope my answer helps you
(A) Debt ratio = 0.32
Debt/(debt + equity)= 0.32
Debt = 0.32 *Debt + 0.32 *Equity
0.68* Debt = 0.32* Equity
Debt = 0.32*Equity/0.68 = 0.32/0.68 * Equity
Debt /equity ratio = (0.32/068*Equity)/Equity
Debt/Equity ratio = 0.32/0.68 = 0.47
Debt-equity ratio = 0.47 (Rounded to 2 decimals)
(B) Equity multiplier = 1 + debt -equity = 1+0.47 = 1.47
Equity multiplier = 1.47 (Rounded to 2 decimals)
Answer:
The amount that you should have saved in your retirement account to receive this income is:
= $727,995.88.
Explanation:
a) Data and Calculations:
Expected lifespan = 24 years
Expected annual income = $75,000
Interest rate per year = 9%
The amount of savings in the retirement account to receive this income is calculated from an online financial calculator as follows:
N (# of periods) 24
I/Y (Interest per year) 9
PMT (Periodic Payment) 75000
FV (Future Value) 0
Results
PV = $727,995.88
Sum of all periodic payments = $1,800,000.00
Total Interest = $1,072,004.12
Answer:
Answer B.
Explanation:
EBIT break even point is a situation when company does not make a profit or has loss. It is a point where earnings per share are equal to zero. It is the level of ebit equal to fixed costs for the company, like interest on the debt. If this break even point increases, this leads to the increase of financial risk. However, increase of ebit above break even point leads to net income calculated as EBIT*(1-interest expense)*(1-tax rate)-preferred dividends being higher.
