You estimate you'll need $200,000 per year for 25 years starting on your 65th birthday to live on during your retirement. Today is your 50th birthday and you want to make equal deposits into an account paying 9% interest per year, the first deposit today and the last deposit on your 64th birthday. How much must each deposit be (rounded to the nearest $10)

$66,909

Explanation:

Calculation for How much must each deposit be (rounded to the nearest $10)?

First step is to calculate the PV using financial y

N= 25

PMT= 200,000

FV= 0

i/y= 9

PV= ?

Hence,

PV= 2,141,322

Now let How much must each deposit be by finding the PMT using financial calculator

N= 15

FV= 2,141,322

PV=0

i/y= 9

PMT= ?

Hence,

PMT=$66,909

Therefore How much must each deposit be is $66,909

A certificate of deposit has the lowest liquidity because the money that is deposited is normally inaccessible during the term of the certificate. As liquidity refers to the availability of accessing the funds outside of the investment schedule, a certificate of deposit cannot be loaned against, cashed out, nor does it pay out any interest or dividends until the certificate reaches its maturity date.