i need help. will give medal. question attached.
Have you tried eliminating the least likely answer or answers? What happens if x=0 for some given week? Will this person be taking in money, losing money or neither?
losing money
Yes, and how much ?
$30
does that help you to select the correct answer?
Yes, so she is going to lose $30 if x=0, (or in other words, if she knocks on zero doors, or doesn't knock on any doors for a week)
@mathmale nope. i'm still a bit confused
\[E(x)=10x-30\] x is the number of doors she knocks E(x) is the dollars she makes (depending on the number of doors she knocks) So, you can say that x E(x) 0 -30 1 -20 2 -10 3 0 4 10 5 20 Or, -30,-20,-10,0,10... as an arithmetic sequence. Do you see what I am saying? Now if she doesn't knock on any doors, or in other words, knows on zero doors, she is loosing how many dollars ?
"Expenses" and "lose money" go together in this particular problem. It's a fact of life that making money usually involves spending some money up front. Note that this question asks you to interpret the meaning of the y-intercept of the graph of this function. If you start out with a function and let x=0, you end up sitting somewhere on the y-axis, right? And the y-axis represents how much this person earns in a week. Try it yourself. The function is E(x)=10x-30. Let x=0. What is E(0)? This represents money. Will that amount of money be a gain or a loss? Why? Will that amount be income or expense? I believe there are 2 possible answers that would be correct. After reviewing this material, try again: which of the several possibilities be correct in this case?
Well, I would think that there is only one answer....
ok so now i'm pretty sure that D is one of the answers but it is a multiple answer question and i don't know what other answers are correct
@SolomonZelman oh ok i will try it thank you
@solomonzelman turns out the answers were A and D
Please note: the problem statement says, "Check ALL that apply." That implies that there could be more than one correct answer.
Well, you can exclude B C b/c none of them are true. (not even saying that it is not true that it is what the y-intercept does, so to speak, but saying that the statement(s) aren't true, because that is just not happening in this case. A is also true I think, because if she isn't going to knock on the doors, then she will loose $30 tells us that A is true, it's hard to explain, but you get it....
So yeah, ... A and D (but to me, A is not as direct as D is )
In other words, if this person makes no effort to knock on doors, she still has those expenses of $30/week, which could be interpreted as a loss.
@SolomonZelman @mathmale okay thanks guys
Anytime !
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