The price of oranges went from $.90 per lb to $1.20 per lb in five years. Find the rate of change of the price of oranges. A) $0.30 per pound per year B) $0.06 per pound per year C) $0.24 per pound per year D) $0.18 per pound per year
Hmm... an interesting question. What have you tried so far? Any ideas?
Well, nothing really. I'm not good at these sort of questions or math in general.
OK, that's alright. : ) Well, reading the question, obviously the price of oranges has gotten more expensive right?
A commonsense thing to ask next would be, "How much more expensive have oranges got?"
They used to be $0.90, but now they are $1.20, how much more is that? What would you say?
Maybe...two dollars? I don't know. I'm just making myself look like an idiot. :(
No worries, it's totally fine to be wrong in math. It takes time and it's just about thinking through it. Let me think of a way to explain it. : )
Let me make the problem easier for now. Let's say that oranges used to cost $2 dollars. Now, oranges cost $5 dollars. How much more do you have to spend to by the oranges now? Well, you have to spend $3 dollars more, right? They used to be 2, now they are 5. Does that make sense? Any questions?
It does now that someone explained it to me.
B, since when you multiply .06*5, you get .30, which is the total increase in the price over the 5 years.
Thank you.
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