Posted by **Gibbons** on Tuesday, June 22, 2010 at 2:22am.

Suppose an employee of a company is retiring and has the choice of two benefit options under the company pension plan. Option A consists of a guaranteed payment of $1,575,000 at the end of each month for 10 years. Altematively, under option B the employee receives a lump-sum payment equal to the present value of the payments described under option A.

(a) find the sum of the payments under option A.

(b) find the lump-sum payment under option B if it is determined by using an interest rate of 18% compounded monthly.

- pl. check question -
**MathMate**, Tuesday, June 22, 2010 at 8:25am
The monthly payment seems a little high for today's living standards.

- Mathematics -
**Henry**, Monday, June 28, 2010 at 5:43pm
a. Option A.1575000 *120mo.=189000000 in 10 yrs.

b. Option B.1.575M @ 18% APR,Compounded

monthly. Pt=Po*(r+1)^n.

Pt=Value at 10 yrs. r=MPR=Monthly percentage rate. n=the number of

interest compounding periods.

r=18/12/100=0.015

n=12*10=120

Pt=1575000*(0.015+1)^120=9401683.52=

Value @ 10yrs.

Evidently, this is not a practical

situation.

- Mathematics -
**Eta**, Thursday, August 26, 2010 at 9:12am
1575000(12mnth*10years)=189,000,000

## Answer this Question

## Related Questions

- math - Suppose an employee of a company is retiring and has the choice of two ...
- Math - Meg's pension plan is an annuity with a guaranteed return of 7% per year...
- calculus - Meg's pension plan is an annuity with a guaranteed return of 4% per ...
- PSY - 22. <22{7[1(04)]}> A company can either invest in employee training ...
- math - Meg's pension plan is an annuity with a guaranteed return of 6% per year...
- Business math - Meg's pension plan is an annuity with a guaranteed return of 3% ...
- accounting - Excel document (2-3 pages) Details: Incorporate an ESO plan into a ...
- Human Resource - In 2003, a company employee received an option to purchase the ...
- Finance-options - I need help on the following question. Suppose that you are ...
- Finance - You are considering two lottery payment options: Option A pays $10,000...