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Likurg_2 [28]
3 years ago
9

a) Sixteen years ago your parents opened a saving account in your name and made a lump sum deposit, today the balance of this ac

count is $260,000. If the account has been earning 6% compounded annually, how much did your parents initially deposit
Business
1 answer:
Sonbull [250]3 years ago
8 0

Answer:

$102,348.034

Explanation:

It is a simple problem of Compound Interest, we have to find the Principle amount invested.

Given:

Future value (F) = $260,000

Rate(R) = 6% = 6/100 = 0.06

Number of years (n) = 16 years

Initial deposit (C) = ?

Calculation:

Future value (F) = C\times (1+R)^n\\Future value (F) = C (1+0.06)^{16}\\260,000 = C(2.54035168)

$260,000/2.54035168 = C

$102,348.034 = C

So, Initial cash Deposit = $102,348.034

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You estimate you'll need $200,000 per year for 25 years starting on your 65th birthday to live on during your retirement. Today
Rudiy27

Answer:

$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

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