6. Describe a real or made up example of a contract that includes consideration. (1-5 sentences

The following information for Cooper Enterprises is given below:December 31, 2018Assets and obligations Plan assets (at fair val

stira [4]

Answer:

a. $600,000

Explanation:

The computation of the amount reported as a pension liability on the balance sheet is as follows:

= Projected benefit obligation - plant asset at fair value

= $1,200,000 - $600,000

= $600,000

Hence, the amount reported as a pension liability on the balance sheet is $600,000

Therefore the correct option is a.

6 0

3 years ago

Which strategy is an effective way to manage risk

eimsori [14]

Answer:

a documenting and sharing a risk

Explanation:

In the world of risk management, there are four main strategies:

Avoid it.

Reduce it.

Transfer it.

Accept it.

9 Types of Effective Risk Management Strategies

Identify the risk. Risks include any events that cause problems or benefits. ...

Analyze the risk. ...

Evaluate the risk. ...

Treat the risk. ...

Monitor the risk. ...

Avoidance. ...

Reduction. ...

Sharing.

8 0

3 years ago

Question 2-4, please?

user100 [1]

Answer:

-2

Explanation:

because if the bigger number is in the back and smaller number in the front then we shouldinus the back number to the front by using the minus or subtraction sign.so, the answer is -20

3 0

3 years ago

An investment offers $4,350 per year for 15 years, with the first payment occurring one year from now. a. If the required return

mart [117]

Answer:

Ans.

a) The value of the invesment of an annuity of $4,350, at 6% for 15 years is $42.248,28

b) If it was for 40 years, the value of the investment would be: $65.451,39

c) If it was for 75 years, the value of the investment would be: $71.582,94

d) If it was forever, the value of the investment would be: $72.500

Explanation:

Hi, all we have to do is solve for "PV" the following equation for all the conditions of the problem, here is the equation.

$PresentValue=\frac{A((1+r)^{n}-1) }{r(1+r)^{n} }$

Where:

A= Annuity or yearly payment ($4,350)

r = require rate of return, in our case 0.06

n= periods to pay

This equation can be used with all the questions of the problem but d) which requires that we use the following equation.

$PV=\frac{A}{r}$

Now, let´s see how to solve all this step by step.

a)

$PV=\frac{4,350((1+0.06)^{15}-1) }{0.06(1+0.06)^{15} }$

$PV=\frac{6075,02814 }{0,143793492 }= 42.248,28$

b)

$PV=\frac{4,350((1+0.06)^{40}-1) }{0.06(1+0.06)^{40} }$

$PV=\frac{40392,87303 }{0,617143076 }= 65.451,39$

c)

$PV=\frac{4,350((1+0.06)^{75}-1) }{0.06(1+0.06)^{75} }$

$PV=\frac{339547,6054 }{4,743415247 }= 71.582,94$

d)

$PV=\frac{4,350}{0.06} =72,500$

Best of luck

8 0

4 years ago

A friend asks to borrow $635.52 today and promises to repay you $1,000 with interest compounded annually at 12%. How many years

yanalaym [24]

Answer:

4 years

Explanation:

We can calculate the years (compounding periods that) will pass before you receive the payment by calculating the PV factor at 12% as follows.

DATA

Amount borrowed = $635.52

future amount = $1,000

Interest rate = 12%

Time period (n) = ?

Solution

Amount borrowed = future amount x Present value factor (12%, n)

$635.52 = $1,000 x PV factor(12%, n)

0.63552 = PV factor(12%, n)

If you see in a discount table yu wi see 0.63552 in the fourth row of 12% rate that means it will take 4 years to receive the payment.

8 0

3 years ago