The present and future values of a continuous income stream are calculated with an integral while the present and future values of an annuity are calculated with a formula. Match each statement with what it calculates. R(t) ert m² (erT – 1) P -rt e mP T dt STR (t) e e-rt dt (1 — e-™T) е 1. Future Value of an Annuity 2. Present Value of an Annuity Future Value of a Continuous Income Stream 3. 4. Present Value of a Continuous Income Stream

Calculus: Early Transcendentals
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ISBN:9781285741550
Author:James Stewart
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Chapter1: Functions And Models
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Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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The present and future values of a continuous income stream are calculated with an
integral while the present and future values of an annuity are calculated with a
formula. Match each statement with what it calculates.
ff R(t)
m² (erT – 1)
P
ert
-rt
e
mp
P
dt
STR (t) e
e-rt dt
(1 – e-™T)
1. Future Value of an Annuity
2. Present Value of an Annuity
Future Value of a Continuous
Income Stream
3.
4.
Present Value of a Continuous
Income Stream
Transcribed Image Text:The present and future values of a continuous income stream are calculated with an integral while the present and future values of an annuity are calculated with a formula. Match each statement with what it calculates. ff R(t) m² (erT – 1) P ert -rt e mp P dt STR (t) e e-rt dt (1 – e-™T) 1. Future Value of an Annuity 2. Present Value of an Annuity Future Value of a Continuous Income Stream 3. 4. Present Value of a Continuous Income Stream
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