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2 years ago

If you begin investing at age 25 instead of age 20, how much more do you need to invest per month to have $1M at retirement?

1 answer:

8 0

The logic behind saving for retirement is that the earlier one begins saving for retirement, the lesser amount they will have to save monthly. From the graph given, the answer to how much more you need to invest per month to have $1M at retirement is;

$140

Assuming a 6% investment on return, the individual will have to save $360 monthly to have $1,000,000 at the retirement age of 67.

If he, however, waits till the age of 25 to begin saving, he will have to save $500 which is $140 more than he would have saved from the age of 20.

So, to save less per month, you need to start at an early age.

Learn more here:

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3 years ago

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3 years ago

Excellent Manufacturers Inc. has a current production level of 20,000 units per month. Unit costs at this level are: Direct ma

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Answer:

The increase in operating profit is $1,829.00.

Explanation:

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Therefore the profit will increase by $1829

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3 years ago

Last year, Jose had to invest. He invested some of it in an account that paid simple interest per year, and he invested the rest

VladimirAG [237]

Answer:Please refer to the explanation section

Explanation:

The question is incomplete. We do not have the rate interest for both accounts. We also do not know how much is invested in each account. The question also has a typo, the question says "he invested some of it in an account that paid simple interest per year and invested the rest in an account that paid simple interest per year". We will make some assumption in order to provide a proper solution to this question

Assumptions:

Firstly we will assume he invested in a simple interest account and a compound interest account. assume

The total investment is $1000. $5000 is invested in each account.

Therefore the Present Value (PV) is $5000 for both accounts

Interest rate (R) is 10% per year for simple interest and 10% per per year Compounded monthly for compound interest account

Period (n) = 1 year

Simple Interest Account

Future Value (Simple Interest) = P(1 + Rn)

Future Value (Simple Interest) = $5000(1 + 0.10 x 1) = $5500

Interest from Simple interest account = 5500 - 5000 = $500

Compound interest Account

Future Value (Compound interest) = P(1 + R)^n

Future Value (Compound interest) = $5000(1 + 0.10/12)^12 = 5523.565337

Interest form Compound interest account = 5523.57 - 5000 = $523

compound interest account earned more interest than Simple interest Account

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3 years ago

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Inc.'s capital structure features 40 percent equity, 60 percent debt, and that its before-tax cost of debt is 9 percent, while i

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3 years ago