(I'll fan and give you a medal! ) 4. Suppose soda is on sale for $0.50 a can, and have a coupon for $0.80 off your total purchase. Write a function rule for the cost of n cans of soda. A. C(n)=0.80n-0.50 B. C(n)= 0.50n-0.80 c. C(n)= (0.50+n)-0.80 d. C(n)=(0.80+n) -0.50
@AnswerMyQuestions
@bohotness
@Colere252346
Do you have any ideas about this?
here
you're going to add love
someone please I'm desperate
yea
@Mimi_Styles You have $0.80 off of your purchase, so what will you be subtracting?
@k_lynn
*cries*
@AnswerMyQuestions < < < < < !! ! !! ! ! D:
i am having a liitle lag
If you think about it, total cost would be $0.50 for every can then minus $0.80 because of the coupon. Let every can be 'x'.
i think you asnwer might me b or c
...
wait huh?
I should have said let every can be 'n', instead. The function is C(n) = 0.50*n - 0.80
so it would be C? :o
where did you go? please come back! I really need to get this done so I can work on my other work :(
today is the last day! @aleroth
To try out which one makes sense you could try plugging in numbers for n. Let's try buying 2 cans. The price would be: 0.5 dollars/can * 2 cans - 0.80 dollar coupon = 1 - 0.8 = 0.2 dollars Let's try answer C: C(n)= (0.50+n)-0.80 C(2) = (0.50+2)-0.80 = 2.5-0.8 = 1.7 dollars <-- this is not the same as above, you see? Let's try answer B: C(n)= (0.50*n)-0.80 C(2)= (0.50*2)-0.80 = 1-0.8 = 0.2 dollars <-- This is it!
I see.
@AnswerMyQuestions
please @AnswerMyQuestions I really need to get this done :(
A function is a relation in where every input has only one output. So if there are the same outputs, then it is not a function.
(The outputs here are what the numbers are pointing to)
how do I figure out which ones are the same outputs?
Numbers can't be pointing to the same number, or it is not a function, so what is your answer?
B?
Correct.
yay! can you please please pretty please help me with more? I'm stressing over here and I only have until 11:59pm to get this all done!
@AnswerMyQuestions
It's 12:12 here :P
AH!
it's 12:13pm here
do you see my next question D:
Yeah.
I don't get it..
"An arithmetic sequence is a sequence with the difference between two consecutive terms constant. The difference is called the common difference."
what about that one ^ @AnswerMyQuestions
@Directrix Can you help? I'm a little busy right now.
*stresses*
Exercise 6 is an arithmetic sequence with the common difference 6. Which means subtracting two following numbers will result in 6.
*cries*
I knew it!
I really need help on 8 tho D:
@Directrix HELLOOO D: come back :(
someone come back :(
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