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aleksley [76]
3 years ago
6

a retirement plan guarantees to pay you a fixed amount for 25 years. at the time of retirement, you will have $100,000 to your c

redit in the plan. the plan anticipates earning 7% interest annually over the period you receive benefits. assume the first payment occurs one year from your retirement date, how much will your annual benefits be
Business
1 answer:
tatiyna3 years ago
5 0

Answer:

The annual benefits will be$8,581.05

Explanation:

The applicable formula is the present value of an ordinary annuity,which is given as;

PV=A*(1-(1+r)^-N)/r

PV is the amount that would be in the plan at retirement which is $100,000

A is the annual benefits which is unknown

n is the number of years the investment would take which is 25 years

r is the rate of return on investment which is 7%

A=PV/(1-(1+r)^-N)/r

A=100000/(1-(1+7%)^-25/7%

A=100000/1-(1.07)^-25/0.07

A=100000/(1-0.184249178 )/0.07

A=100000/11.65358317

A=$8581.05

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Explanation:

Weighted Average Return is used for to Calculate Portfolio's Return.

Portfolio Return = (-0.0134 * .3) + (0.0796 * .25) + (0.0088 * .45)

                            = -0.00402 + 0.0199 + 0.00396 = .01984 = 1.98%.

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              Accounts Receivable    $78,000

                     Bonus Receivable                       $1,950

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(To record the service revenue for the first four months)

2.  Possible prices (A)                        Prob. (B)   Exp. consideration (A*B)

[($78,000*8m)+$26,000] $650,000 60%              $390,000

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           Service Revenue      $5,200

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              Bonus Receivable        $650  

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               Cash                            $26,000  

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The amount of mortgage a person is eligible for will be larger when there is lower interest rate.

<h3>What is a mortgage?</h3>

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