Basics Of Interest Flashcards

0
Q

Interest problems generally involve what 4 quantities?

A

1) Principal(s)
2) Investment length(s)
3) Interest rate(s)
4) Amount value(s)

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1
Q

What is interest?

A

An amount charged to a borrower for the use of the lender’s money over a period if time.

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2
Q

What is the investment in financial transactions called?

A

Principal

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3
Q

What do you call the amount that the principal has grown to at the end of an investment period?

A

Amount value

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4
Q

How do you find interest when given Amount Value and Principal?

A

I = A - P

Where I is interest, A is amount value and P is principal

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5
Q

Interest expressed as a percent of the principal is called what?

A

Interest rate

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6
Q

What is collateral?

A

An asset that is released in the event that a borrower of capital defaults.

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7
Q

What is the unit in which time of investment is measured called?

A

Measurement period.

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8
Q

You deposit $1000 into a savings account. One year later, the account has accumulated $1,050.

  • What is the principal in this investment?
  • What is the interest earned?
  • What is the annual interest rate?
A

Principal = $1,000
Interest earned = $1,050 - $1,000= $50
Annual interest rate = $50/$1000= 5%

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9
Q

What is the formula to calculate simple interest?

A

A = P(1 + it)

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10
Q

Write an expression giving the amount of interest earned from time (t) to time (t+s) in terms of A only.

A

A(t+s) - A(t)

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11
Q

You invest $3200 in a savings account on January 1, 2004. On December 31, 2004 the account has accumulated to $3294.08 . What is the annual interest rate?

A

2.94%

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12
Q

What is the formula for compound interest?

A

A = P(1 + i)^t

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13
Q

Using the compound interest formula, how long would it take for an investment of $15,000 to increase to $45,000 if the annual compound interest rate is 2%?

A

55.48 years

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14
Q

Using the formula for simple interest, in how many years will $500 accumulate to $630 if the annual interest rate is 7.8%?

A

3.3 years

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