can you help me with 2b The number e is an amazing irrational number that has a large number of applications. Theinterest earned on a bank account, the arrangement of seeds in a sunflower, and the shape of theGateway Arch in St. Louis are all intimately connected with the mysterious number e.Warm- Up2. Interpret the meaning of the constants in the context given:(a) The amount (in dollars) earned by a savings account is f(t) =1,000(1+0025) where t is121the years from initial deposit.|> 10070 growth rate +that ippu adde.0.025 =0 2.50, annual interestrăannuale# I,000 Princi pal2=no, ch times tompounded(b) Find f(3) and explain its meaning.Find the expression e* or e on your calculator.(a) Write down the number e [ e'] to six decimal places.(b) The number e is irrational. What does this mean? What other irrational numbers to youknow?The expression e* is usually associated with the LN button on your calculator.(a) What does LN mean? (Hint: 10* is associated with LOG on the calculator.)(b) If e* =y,Logiej 4=X. This is usually written Ln(0) 3=e*O.Sx(b) 40-20as 30Ln 3=x1,698k

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Description: can you help me with 2b The number e is an amazing irrational number that has a large number of applications. Theinterest earned on a bank account, the arrangement of seeds in a sunflower, and the shape of theGateway Arch in St. Louis are all intimat

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Algebra

2. Interpret the meaning of the constants in the context given: (a) The amount (in dollars) earned by a savings account is f(1)= 1,000(1+05) where t is 121 the years from initial deposit. |> 10010 growth rate : that you add P :0.025 =0 2. 50, annual intereara 12=no, } times tompounded annual A,000 Principal (b) Find f(3) and explain its meaning.

2. Interpret the meaning of the constants in the context given: (a) The amount (in dollars) earned by a savings account is f(1)= 1,000(1+05) where t is 121 the years from initial deposit. |> 10010 growth rate : that you add P :0.025 =0 2. 50, annual intereara 12=no, } times tompounded annual A,000 Principal (b) Find f(3) and explain its meaning.

Algebra for College Students

10th Edition

ISBN:9781285195780

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter10: Exponential And Logarithmic Functions

Section10.CT: Test

Problem 21CT

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