Question 011A: Complete the following questions involving the Geometric Sequence. Jen invested $5000. If her investment increases by 12% each year, create a geometric sequence that models her situation. an = {5000-(1.12)n} an - {5000-(0.12)n} an - {5000-0.88n} an = {5000-(12)n} QUESTION 12 Question 011B: Complete the following questions involving the Geometric Sequence. Now that you have converted jen's situation into a mathematical model, use it to predict how much money she will have in 15 years (aka: n = 15) O a15 = $734.87 a15 = $47.50 a15= $11,903.57 O a15- $27,367.83
Question 011A: Complete the following questions involving the Geometric Sequence. Jen invested $5000. If her investment increases by 12% each year, create a geometric sequence that models her situation. an = {5000-(1.12)n} an - {5000-(0.12)n} an - {5000-0.88n} an = {5000-(12)n} QUESTION 12 Question 011B: Complete the following questions involving the Geometric Sequence. Now that you have converted jen's situation into a mathematical model, use it to predict how much money she will have in 15 years (aka: n = 15) O a15 = $734.87 a15 = $47.50 a15= $11,903.57 O a15- $27,367.83
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section: Chapter Questions
Problem 8SGR
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q11 A and B
![Question 011A: Complete the following questions involving the Geometric Sequence.
Jen invested $5000. If her investment increases by 12% each year, create a geometric sequence that models her situation.
={5000-(1.12)m}
an=(5000-(0.12)n}
an = {5000-0.88n}
an=(5000-(12)m}
an =
%3D
QUESTION 12
Question 011B: Complete the following questions involving the Geometric Sequence.
Now that you have converted Jen's situation into a mathematical model, use it to predict how much money she will have in 15 years (aka: n = 15)
a15 = $734.87
a15 = $47.50
a15 = $11,903.57
a15 = $27,367.83
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3c9968a7-bc2d-497d-b43a-3bbf128df3e0%2F8e42d41c-1eb7-47f0-96bd-79f59dd8e36a%2Fbsp24pi_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Question 011A: Complete the following questions involving the Geometric Sequence.
Jen invested $5000. If her investment increases by 12% each year, create a geometric sequence that models her situation.
={5000-(1.12)m}
an=(5000-(0.12)n}
an = {5000-0.88n}
an=(5000-(12)m}
an =
%3D
QUESTION 12
Question 011B: Complete the following questions involving the Geometric Sequence.
Now that you have converted Jen's situation into a mathematical model, use it to predict how much money she will have in 15 years (aka: n = 15)
a15 = $734.87
a15 = $47.50
a15 = $11,903.57
a15 = $27,367.83
%3D
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