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@marigirl I feel bad for asking you so many questions :(
Hi! I can help intermittently! If there's something I say that you don't understand, just let me know. Do you know what the independent variable will be?
the 8 weeks?
Yep! Well, it mentions last week, too. So we should probably consider all 9 weeks. The independent variable, then, will be "weeks." Since we're writing your function as \(f(x)\) because the problem says so, we will say that \(x\) stands for the week number. How does that sound?
Okay! So, we'll say that "today" is week 0. I changed my mind about including last week. I mean, I don't think that's what the problem is going for. So, at \(x=0\), meaning zero weeks have passed, how many hours total have been played.
if we have 0 weeks. then 0 hours?
Nope! Good guess, but Peter has some hours under his belt already.
so 10 from last week?
Right! So, at \(x=0\), we see that \(f(0)=10\). Do you know the name for the value of the function when \(x=0\)? Starts with an 'i.'
Close! Not in meaning, but the spelling is close. interc---
You're right! :) So, if you have \(f(x)=mx+b\) for a line, where is the intercept? (Hint, set \(x=0\))
Right! The intercept is \(10\ \rm hours\) and \(b\) in the equation. So, when we finish, make sure you point out that the number "10" indicates the total hours played at the start of today, the "intercept." "Intercept will probably be a key word.
5 hours per week, what does that tell you?
i really have no idea
every one week, you gain five hours. If you have some scratch paper, it might help you see the picture by plotting this! Remember, start at \(f(0)=10\) !