30(2te¹ +5) The number of members of a newly founded club is given by M(t) = et members per month, where t is the number of months after its opening in the beginning of 2010, and t = 0 corresponds to January 1. What was the average number of members during the period comprised of February and March that year? [You should assume that all months have equal duration for the purposes of this problem.] Approximate your answer to the nearest integer.
30(2te¹ +5) The number of members of a newly founded club is given by M(t) = et members per month, where t is the number of months after its opening in the beginning of 2010, and t = 0 corresponds to January 1. What was the average number of members during the period comprised of February and March that year? [You should assume that all months have equal duration for the purposes of this problem.] Approximate your answer to the nearest integer.
Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
Problem 57SE: Repeat the previous exercise to find the formula forthe APY of an account that compounds daily....
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![30(2t et + 5)
et
The number of members of a newly founded club is given by M(t)
members per month, where t is the number of months after its opening in the beginning of 2010, and t = 0 corresponds to January 1.
What was the average number of members during the period comprised of February and March that year? [You should assume that all months have equal duration for the purposes of this problem.] Approximate your answer
to the nearest integer.
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Transcribed Image Text:30(2t et + 5)
et
The number of members of a newly founded club is given by M(t)
members per month, where t is the number of months after its opening in the beginning of 2010, and t = 0 corresponds to January 1.
What was the average number of members during the period comprised of February and March that year? [You should assume that all months have equal duration for the purposes of this problem.] Approximate your answer
to the nearest integer.
=
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