1. Jameston High School has 2020 students. Its enrollment has been decreasing at a rate of 125 students per year. Townsville High School has 1075 students. Its enrollment has been increasing at a rate of 80 students per year. Assuming the enrollment rates continue: A. Write an equation to model this. B. When will they have the same enrollment? C. What is that enrollment amount?
J=2020-125x T=1075+80x
so im a bit confused why that ? sorry when it comes to math im completly lost
x represents years, -125 represents loss of students and J represents Jamestown School
how can i write that into an answer for the question
@dan815
the equations @Kash_TheSmartGuy put up are the answers for part A
for B you need to set the equations equal to each other and solve for x 2020-125x=1075+80x
2020-125x=1075+80x Solve for x and there is the time it will take them to become the same.
x=18941 ?
189/41
yes
for C plug 189/41 in for x in either of the equations from A to get the enrollment
59195/41 this is what i got ?
yes. you should probably write that as a decimal and round to the nearest whole. Can't have part of a student
1443.7804878 im not so sure how to round tho
Do you have to round to the nearest hundreth, tenth or what?
1444
1443.8 or 1443.78 or 1444
You get it, right? @Andrews_girl
yes i understand
k.. good, any other questions?
Please end this question and then start a new question if you have one.
yes actually oh and thank you for being patient with me , i must seem like such an airhead
Nope, it's good that you're eager to learn!
Learning is good and don't feel bad if you don't know something, someone's always around to help you out. Actually, this was a bit of a learning experience for me?
well yeah i guess your right , i just hate being really bad at math.
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