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Black_prince [1.1K]
3 years ago
15

Suppose that a consumer has a health insurance program with co-payments of $10 per doctor visit. If the consumer purchases 6 doc

tor visits and the bill charged by the doctor for 6 visits is $360, the portion of this cost covered by a third-party payer is:
Business
1 answer:
Katarina [22]3 years ago
3 0

Answer:

$300

Explanation:

Given that s a health insurance program with co-payments of $10 per doctor visit.

Thus,

amount paid by insurance in 1 visit = $10

Amount paid by insurance in 6 visit = $10*6 = $60

Total bill charged by the doctor in 6 visit = 360

Amount paid by the consumer = Total bill charged by the doctor in 6 visit - Amount paid by consumer in 6 visit = $360 - $60 = $300

Since , consumer is the third party payer he pays $300 out of total $360 bill charged by the doctor.

In fraction ,portion of bill paid by the third party payer = 300/360 = 5/6

Thus, 5/6 portion of bill is paid by third party payer.

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Answer:

B. You made a profit of $75.00

Explanation:

shares x ( sale - buy)

20 shares x ( 35 & 1/4 - 31 & 1/2)

20 x (35.25-31.5)

20 x 3.75 = 75

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Neumann Corporation is planning to issues bonds with a face amount of $2 million. If Neumann's accountant, Betty, wants to calcu
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Answer:

1. Present value

2. Market

Explanation:

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3 0
3 years ago
Read 2 more answers
You can buy a car that is advertised for $24,600 on the following terms: (a) pay $24,600 and receive a $4,600 rebate from the ma
Vadim26 [7]

Answer:

A. $20,000

B. $17,234.18

C.Option (b)

Explanation:

Obviously, the option with lower Present Value would be the best option to buy the car. The Present Value of the options can find out as following

REQUIREMENT A

Price of car = $24,600  

Rebate = $4,600

Present value of the payments for option  = Price of the car – rebate  

Present value of the payments for option (a) = $24,600 - $4,600

Present value of the payments for option = $20,000

REQUIREMENT B

We can use the following Present Value of an Annuity formula to calculate the present value of the payments

PV of the payments for option  = PMT * [1-(1+i) ^-n)]/i

PV of the payments for option (b) (PV) =?

Monthly payment PMT =$410 per month

Number of payments n = 5 years *12 months = 60

Monthly interest rate i=1.25% per month or 0.0125

PV of the payments for option  = $410 x [1- (1+0.0125) ^-60]/0.0125

PV of the payments for option  = $17,234.18

REQUIREMENT C.

Which is the better deal?

Option (b) is better deal as the present value of payments ($17,234.18) is less than Present value of the payments for option (a); $20,000.

3 0
3 years ago
Imagine that a local water company issued $10,000 ten-year bond at an interest rate of 6%. You are thinking about buying this bo
mylen [45]

Answer:

Explanation:

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6 0
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