Welcome to Westonci.ca, the place where your questions find answers from a community of knowledgeable experts. Experience the ease of finding quick and accurate answers to your questions from professionals on our platform. Explore comprehensive solutions to your questions from knowledgeable professionals across various fields on our platform.

Maria is selling chips and candy bars. Each box of chips has 20 bags for $13.80 and the candy bars
is $6.60 for a box of 12 bars. If Maria only has $100 to spend, write an inequality that represents
the possible number of boxes of chips (x) and boxes of candy bars (y) Maria could buy.


Sagot :

neverminding for a second how many bags of chips or bars are in either box, we know the price for the box of chips is $13.80, so we can say that prices are

1 box............13.80(1)

2 box............13.80(2)

3 box............13.80(3)

4 box............13.80(4)

x box............13.80(x)

or namely 13.80x.

likewise weca san say about the candy boxes that prices are

1 box............6.60(1)

2 box............6.60(2)

3 box............6.60(3)

4 box............6.60(4)

y box............6.60(y)

or namely 6.60y

we know Maria only has $100, so whatever "x" and "y" are, must fit within the constraint of those 100 bucks, so 13.80x + 6.60y must be either less or equals to 100 bucks, but not more, since it's all Maria has, thus

13.80x + 6.60y ⩽ 100