Monica does not initially put any money into the account but plans to deposit $153.46 per week.

Lauren decides to put an initial amount of $128.90 into the account plus deposit an additional $127.68 per week.

Develop a model to determine the number of weeks it will take for the girls to have deposited an equal amount of money. Based on that model, enter the total amount of money in the joined account after the correct number of weeks.

Question

Roman Little

Mathematics

22 November, 14:12

Monica does not initially put any money into the account but plans to deposit $153.46 per week.

Lauren decides to put an initial amount of $128.90 into the account plus deposit an additional $127.68 per week.

Develop a model to determine the number of weeks it will take for the girls to have deposited an equal amount of money. Based on that model, enter the total amount of money in the joined account after the correct number of weeks.

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Answers (2)

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Noe · Answer 1

M=153.46w, L=128.90+127.68w they will be equal when M=L so

153.46w=128.90+127.68w subtract 127.68 from both sides ...

25.78w=128.90 divide both sides by 25.78

w=5

So after five weeks they have deposited the same amount of money.

Each of them has deposited $153.46*5=$767.30, so the account has twice that amount.

Thus the total amount in the account is 767.30*2=$1534.60

Kash Murray · Answer 2

I don't know if this is right. she pays every week then at the end of the month it is all payed.