Asked by Ashley
At the beginning of the summer molly decided to add a little money into her sayings account every week. After seven weeks her account had $175. At the end of 15 weeks her account had $375. Assume that she put the same amount of money into her account every week and will continue to do so.
Answers
Answered by
Steve
Sounds like a good plan.
Was there a question in there somewhere?
Was there a question in there somewhere?
Answered by
Ashley
I was trying to find the expression for the problem
Answered by
Ashley
I have to find the equation of the line, but I need the expression to solve it.
Answered by
Steve
looking at the data, it appears she saved #25 each week. So, after x weeks, her saving y would be
y = 25x
You can work into that by noting that if
y = mx+b
when x=7,
175 = 7m+b
when x=15,
375 = 15m+b
so, 8m = 200
m = 25
Now you have
y = 25x+b
plugging either point shows that b=0, so
y = 25x
y = 25x
You can work into that by noting that if
y = mx+b
when x=7,
175 = 7m+b
when x=15,
375 = 15m+b
so, 8m = 200
m = 25
Now you have
y = 25x+b
plugging either point shows that b=0, so
y = 25x
Answered by
Ashley
How much was in her account four weeks after she began saving?
Answered by
Ashley
Oops wrong question
I meant to ask
When she started saving money, 203 shopping days were left until Christmas. How much money was in her account at Christmas?
I meant to ask
When she started saving money, 203 shopping days were left until Christmas. How much money was in her account at Christmas?
Answered by
Steve
well, you have the equation. How many weeks from the time she started saving, until Christmas? $25/week, babe.
I assume you know how many days per week . . .
I assume you know how many days per week . . .
Answered by
Ashley
Thank you I got it....so helpful
Answered by
Christy
I have that same question but every time I try to put the expression it says it's wrong can you please tell me the expression you used??
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