Patterns, Function and Algebra Sue had 700 dollars in the bank on January 1. She deposits 30 dollars every week. Tom has 900 dollars in the bank and withdraws 20 dollars every week. In how many weeks will Sue’s amount of money in the bank exceed Tom’s? I am lost how to start this function, so that I can solve this. If anyone can just start it for me, I would greatly appreciate it.
Okay this is what you have to do
you know Sue adds 30 every week
and she has 700
Tom has 900 and he loses 20 a week
So make a table
k, so I can use function equation for it?
yes
y=20x+900
that's where im having the brain fart
my bad -20x
y=-20x+900
y=30x+700
and then y=30x+700
just graph it and use slope-intercept form
Yes
You know what slope-intercept form is don't you?
ok, thanks a bunch.. my brain is fried and I think it was so simple I couldn't think of it. lol
yeah
haha you're welcome
Tell me if you need any further assistance in Algebra 1 took it last year
taking Geometry right now
I'm taking geometry this year too..I'm switching from home-school to a catholic high school for my 9th grade year. I'm just finishing up my algebra I, so I am ready for geometry in 2 weeks
Oh cool
I am going to take Algebra 2 this upcoming school year
Taking Geometry on FLVS
(Florida Virtual School)
yeah, cant play football in high school unless I go to an physical school
haha true
cool used to go to treca digital academy in ohio
Okay got to go
Can you give me a medal?
For helping you?
medal given
x = number of weeks. You have the two equations correct: Sue's money goes up as y = 700 + 30x Tom's money goes down as y = 900 - 20x Now set the equations equal and solve for x. 700 + 30x = 900 - 20x The answer will give you the number of weeks it takes for Sue and Tom ot have the same amount of money. When you add 1 week to that, you 'll have your answer.
Join our real-time social learning platform and learn together with your friends!