SOLUTION: if a bottle of soda pop costs$2 and a large bag of chips is $3, write an equation in standard for that models the possible combinations if you have $15 .(let p=soda pop, c=chips.
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-> SOLUTION: if a bottle of soda pop costs$2 and a large bag of chips is $3, write an equation in standard for that models the possible combinations if you have $15 .(let p=soda pop, c=chips.
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Question 1011259: if a bottle of soda pop costs$2 and a large bag of chips is $3, write an equation in standard for that models the possible combinations if you have $15 .(let p=soda pop, c=chips.
if you bought only soda how many could you buy?
if you bought only 3 bottles of soda, how many bags of chips could you buy Found 2 solutions by josgarithmetic, MathTherapy:Answer by josgarithmetic(39617) (Show Source):
You can put this solution on YOUR website! x and y, whole numbers only
x for how many pop or carbonated drinks, y for how many bags of chips
if using the entire 15 dollars is wanted. The two next questions are asking for the axis intercepts..... but for one of the items, and not the other item. You would still find both intercepts in the process.
You can put this solution on YOUR website!
if a bottle of soda pop costs$2 and a large bag of chips is $3, write an equation in standard for that models the possible combinations if you have $15 .(let p=soda pop, c=chips.
if you bought only soda how many could you buy?
if you bought only 3 bottles of soda, how many bags of chips could you buy
With p being number of soda pops and c being chips, we get:
Soda only: 2p = 15, or , or 7.5 soda pops, rounded DOWN to
3 bottles soda: 2(3) + 3c = 15 -------> 6 + 3c = 15 -------> 3c = 15 - 6 ------> 3c = 9 , or 3
With $15, can be purchased
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