SOLUTION: It is given that in less than 60 mins, the cost function is 30, and above 60 min the charge is (x-60) more than the base plan, and an additional 0.30$ have been paid for every (x-6

Question 1206583: It is given that in less than 60 mins, the cost function is 30, and above 60 min the charge is (x-60) more than the base plan, and an additional 0.30$ have been paid for every (x-60) minute.
Therefore, the cost function for both conditions is as follows.
Now, to keep the bill less than or equal to $50, the cost function 30+0.50(x-60) should be used.
C(x)=20,60c(x)=20+0.30(-60),>60

Answer by greenestamps(13200) (Show Source): You can put this solution on YOUR website!

(1) The wording of the problem is awkward at best.

(2) The last line of your post is unreadable.

(3) I don't see a question anywhere in your post.

If you want help from us with your problem, you need to make the post so that we know what the given information is, and what the question is.

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