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Anna11 [10]
3 years ago
8

Imagine that you are a parent, and your child is going to college in 4 years. Tuition fees amount to $16,000 a year for each of

the 4 years. You plan on depositing a lump sum of money today in a bank account paying 5% interest a year, so that you can make these annual tuition fee payments. The first tuition fee payment you make will be 4 years from now. Calculate how much is the lump sum of money you need to deposit now in order to fund these annual tuition fee payments._________(round your answer to the nearest integer, e.g. enter 12345 if your answer is 12,345.2; enter 12346 if your answer is 12,345.7)
Business
1 answer:
LiRa [457]3 years ago
7 0

Answer:

lump sum money= $52653

Explanation:

Giving the following information:

Your child is going to college in 4 years.

Tuition fees amount to $16,000 a year for each of the 4 years.

You plan on depositing a lump sum of money today in a bank account paying 5% interest a year.

The first tuition fee payment you make will be 4 years from now.

FV= 16000*4= $64000

n= 4 years

i= 0.05

We need to find the annual payments:

PV= FV/(1+i)^n

PV= 64000/1.05^4= $52653

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A firm with an A rating plans to issue one million units of a 10 year-4% bond with face value $100. After the financial crisis t
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Answer:

a)$103.309 million initially b)$83.309 million c)240070 bonds more

Here is the complete question:

A firm with an A rating plans to issue one million units of a 10 year-4% bond with face value $100. After the financial crisis this firm is downgraded to a B rating. The yield curve increases 0.2% per year. The yield for year 1 is y1=1%, for year 2 is y2=1.2%, y3=1.4% and so on and y10=2.8%. The default spreads are given in the table below.

(a) What is the initial amount (before downgrading) the firm wants to raise?

(b) How much can this now B rated firm raise?

(c) If the firm wants to raise the planned amount, how many more bonds does it issue?

Rating Default spread

AAA 0.20%

AA 0.40%

A+ 0.60%

A 0.80%

A- 1.00%

BBB 1.50%

BB+ 2.00%

BB 2.50%

B+ 3.00%

B 3.50%

B- 4.50%

CCC 8.00%

CC 10.00%

C 12.00%

D 20.00%

Explanation: The explanation is found in the attachment

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3 years ago
What is the fundamental rethinking of business processes to bring about dramatic improvements in​ performance?
Tju [1.3M]

d. process redesign?

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3 years ago
a rectangular swimming pool has dimensions 45 metre by 20 metre concrete path of 3.5 m width is laid around it .Find the cost of
Anon25 [30]

Answer:

Rs. 5993.75

Explanation:

The computation of the cost of laying the path is given below:

= {area of(pool +path)- area of pool }

= ((45 + 3.5) × (20 + 3.5)) - (45 × 20)

= (48.5×23.5) - (45 × 20)

= 1139.75 - 900

= 239.75 square meters

Now the cost is

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3 years ago
Neilsen Cookie Company sells its assorted butter cookies in containers that have a net content of 1 lb. The estimated demand for
velikii [3]

Answer:

46,734 units per run

Explanation:

total estimated demand = 700,000 containers

setup costs per production run = $546

manufacturing cost = $0.47 per container

holding cost = $0.35 per container

r = 700,000 / x

total setup costs = 546r = 546 (700,000/x) = 382,200,000/x

production costs = 0.47 x 700,000 = 329,000

storage cost per unit= 1/2r x 0.35 = 0.35/2(700,000/x) = 0.35x/1,400,000

total storage costs = 700,000 x 0.35x/1,400,000 = 0.175x

C(x) = 382,200,000/x + 0.175 x + 329,000

now we find the derivative:

C'(x) = -382,200,000/x² + 0.175

382,200,000/x² = 0.175

382,200,000 = 0.175x²

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x = √2,184,000,000 = 46,733.28 ≈ 46,734 units per run

this answer is based on a continuous production process, there are 14.98 runs per year

6 0
3 years ago
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