Concept $1$:

Single$-$Payment Compound Amount

Factor

Converts a single present value to a single future value:

How much do I pay in $6$ years to make you equal to being paid $$8,000$ today?

Question #$1$ @ $8\%$

$q,$

Concept $2$:

Present Worth Factor

Converts a single future value into a present value. "What would you take today?"

How much would you accept today, instead of receiving the $$1,0003$ years?

Question #$3$ a

$8\%q,$

Question #$4$ @

$5\%q,$

Concept $3$:

Uniform Series Compound Amount

Factor

Converts a uniform series of payments compounded annually into a future value.

How much is $$6K$ set aside for $30$ years at $3\%$ be worth $$,$ in $30$ years.

Question #$5$ @ $8\%$

Question #$6$ @

$5\%$

$q,$

Concept $4$: $,$ Uniform Series Sinking Fund Factor

Converts a future value into a uniform series.

How much must go into a sinking fund every year to have $$350K$ in $30$ years?

Question #$7$ @ $8\%$

$q,$ Question #$8$ @

$5\%q,$

Concept $5$: $,$ Uniform Series Present Worth Factor

Converts a uniform series into a present value.

What is the present worth of $5$ future annual $$25K$ payments?

Question #$9$ @ $8\%$

$q,5\%q,$

Concept $6$ Uniform Series Capital Recovery Factor

Converts a present value into a uniform series.

How much would you need to pay annually to repay the $$1,000,000$ in five yearly$\_$payments?

Question #$11$ @ $8\%$

$q,$

Question #$12$ @

$5\%q,$