FAN & MEDAL FOR HELP
3.A coffee shop pays Coffee Delivery Company A, a certain price for each disposable cup it orders plus a weekly delivery charge to remain on the driver’s delivery route. The cups are purchased in increments of 500. To quickly determine how much the coffee shop will be spending on cups before their arrival, the owner created the following table: Cups Ordered Price 0 $7 500 $25.50 1,000 $44 1,500 $62.50 2,000 $81 2,500 $99.50 3,000 $118 A.The price of the cups, p(x), is a function of the number of x cups ordered. Using the table, determine the average rate of change for the first 1,000 cups ordered and then for all 3,000 cups ordered. What does this tell you about the function?
the average rate is 18.5 between each of them
can u tell me how u got tht?? do u do f(b)-f(a)/b-a????
all I did was subtract 118-99.50 then 99.50-81 and so one that showed they were all 18.5 apart
so on*
im sorry but I don't get how u do it
118-99.50=18.5 99.50-81=18.5 81-62.50=18.5 62.50-44=18.5 44-25.50=18.5
oh I get it now.
as for writing the formula I'm not sure how you'd write it
it ok but I think i'd have to do it tht way
@SolomonZelman can u help?
@saifoo.khan can u help me??? please???
@ganeshie8
First, think of the table as a list of (x,y) pairs the first 3 pairs are (0,7) (500,25.50) (1000,44) To answer determine the average rate of change for the first 1,000 cups we want the change in y divided by the change in x (in other words, find the slope between the start point (0,7) and the end point (1000,44) can you do that ?
can u explain to me how to do that @phi
to find the slope between 2 points, find the difference in their y values then find the difference in their x values then divide: y difference divided by x difference
Here is an example http://www.khanacademy.org/math/algebra/linear-equations-and-inequalitie/slope-and-intercepts/v/slope-example
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