Which of the Following Expressions Represents the Present Value of a Continuous

Which of the following expressions represents the present value of a continuous revenue stream for n years at a constant rate of $S per year if the discount rate is r%?

A) $\frac { r } { 100 S } \left[ e ^ { \frac { - m } { 100 } } + 1 \right]$


B) $\frac { r S e ^ { \frac { - m } { 100 } } } { 100 }$

C) $\frac { \boldsymbol { r } } { 100 S } \left[ e ^ { \frac { - \boldsymbol { m } } { 100 } } - 1 \right]$

D) $\frac { 100 S e ^ { \frac { - m } { 100 } } } { r }$

E) $\frac { 100 S } { r } \left[ 1 - e ^ { \frac { - m } { 100 } } \right]$

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