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1 year ago

What would be the yearly earnings for a person with 9000 in savings at an annual interest rate of 1.5 percent?

1 answer:

3 0

What would be the yearly earnings for a person with 9000 in savings at an annual interest rate of 1.5 percent is: $135

<h3>Yearly earnings </h3>

Using this formula

Yearly earnings =Savings×Annual interest rate

Where:

Savings=9,000

Annual interest rate=1.5%

Let plug in the formula

Yearly earnings=9,000×1.5%

Yearly earnings =$135

Therefore what would be the yearly earnings for a person with 9000 in savings at an annual interest rate of 1.5 percent is: $135

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This approach by trainers at Lako Systems trying to maximize the transfer of learning by demonstrating processes on the manufacturing floor rather than just describing them is known as Transfer of training.

<h2>What is transfer of training?</h2>

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2 years ago

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3 years ago

An authentication token is a(n):____________

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Answer:

The correct answer is:

device the size of a credit card that contains access permission data. (A)

Explanation:

An authentication token, also known as a security token is a device used to authorize access to a network service. Tokens use the two-factor authentication method to ensure security of a system. Usually the authentication devices have access pins before access to the main tokens, and tokens are unique sets of numbers that uniquely identifies a user in a service, and they are changed frequently, usually within a 5-minute period.

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3 years ago

Major Manuscripts, Inc.

Lisa [10]

Answer:

Projected total assets = <u>$10,318 </u>

Projected retained earnings = <u>$4,675.30 </u>

Additional new debt required = <u>$537.70</u>

Explanation:

external financing needed = EFN = [(total assets/total sales) x ($ Δ sales)] - [(total current liabilities/total sales) x ($ Δ sales)] - [profit margin x forecasted sales in $ x (1 - dividend payout ratio)]

total assets = $9,380, projected total assets = $9,380 x 1.1 = $10,318

total sales = $7,800

$ Δ sales = $780

current liabilities = $1,550

profit margin = net income / sales = $410 / $7,800 = 0.052564

forecasted sales = $7,800 x 1.1 = $8,580

dividends payout ratio = dividends / net income = $187 / $410 = 0.4561

EFN = [($9,380/$7,800) x ($780)] - [($1,550/$7,800) x ($780)] - [0.052564 x $8,580 x (1 - 0.4561)]

EFN = $938 - $155 - $245.30 = $537.70

projected retained earnings = current retained earnings - projected net income - projected dividends = $4,430 + $451 - $205.70 = $4,675.30

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