Band students are tested on, and required to pass, a certain number of scales during the year. As of today, Patrick has passed 13 scales, whereas his friend Leo has passed 2 of them. Going forward, Patrick has committed to passing 3 scales per week, and Leo has committed to passing 4 per week. At some point soon, the two friends will have passed the same number of scales. How many scales will that be? How long will that take? @iambatman @e.mccormick
Hmmmm... lemme think about this, I might have to draw it out.
:)
Is that supposed to be 2 or 20 ?
2
oh ok
Well, what numbers and variables can you pull out from it?
Wel1 Variables - x and y x=weeks y=scales and i know that there are 13 scales...
Well, you are trying to compare two people, patric and leo, on the same thing, number of scales.
They are learning at simple linear rates, so you need to make one line for each person and see when they cross, so when they will be equal.
ok I have one of the equations if its right....y = 3x + 13
Yah, that sort of format is what you want.
im not sure how to find the secound equation.... i know since it says 4 per week we would multiply so 4x?
Yes. And what is the starting number Leo has?
Yolo, no. Nobody is learning 2 a week.
leo has 2 right?
Yes. So add that to the equation. It is the whole y=mx+b thing where b is the y intercept. In this sort of fomula, b is the starting point.
so y=4x+2
Yep. And what you want is where they have the same number of scals.
So... what did you get?
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