Megan, Chris, and Elyse have accounts where they deposit money and never withdraw. Chris' Account 120 180 330 Megan's Account 30 3 60 5 105 10 a. How much does each person start off with in their account? b. How much does each person deposit per day? c. How much will each person have in their account after 100 days? 400 days? d. What is a formula we could use to predict how much each person will have in their account after x days? Days 2 4 7 Days Days Elyse's Account 51 95 183 2 4 8

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter5: Factoring Polynomials
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Megan, Chris, and Elyse have accounts where they deposit money and never withdraw.
Chris'
Days
2
4
7
Megan's
Account
30
60
105
Days
3
5
10
Account
120
180
330
Days
2
4
8
Elyse's
Account
51
95
183
a. How much does each person start off with in their account?
b. How much does each person deposit per day?
c. How much will each person have in their account after 100 days? 400 days?
d. What is a formula we could use to predict how much each person will have in their
account after x days?
Transcribed Image Text:Megan, Chris, and Elyse have accounts where they deposit money and never withdraw. Chris' Days 2 4 7 Megan's Account 30 60 105 Days 3 5 10 Account 120 180 330 Days 2 4 8 Elyse's Account 51 95 183 a. How much does each person start off with in their account? b. How much does each person deposit per day? c. How much will each person have in their account after 100 days? 400 days? d. What is a formula we could use to predict how much each person will have in their account after x days?
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