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A concession stand sells walking tacos for $3 each and boxes of popcorn for $1 each. Wayne has $10 to spend.
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The function y = 10 - 3x represents the number of walking tacos (x) and boxes of popcorn (y) that Wayne can buy.
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Interpret the ordered pair ( 2 , 4 ).
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1) Wayne can buy 2 walking tacos and 4 boxes of popcorn.

2) Wayne can buy 2 boxes of popcorn and 4 walking tacos.

3) None of the above

is it #1,2, or 3?

please only answer if you are sure

thanks again :)

Respuesta :

Answer: Choice (1)

Wayne can buy 2 walking tacos and 4 boxes of popcorn.

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Explanation:

x = number of tacos

y = number of boxes of popcorn

3x = amount spent on all the tacos only ($3 per taco)

1y = amount spent on all the popcorn only ($1 per box of popcorn)

3x+1y = total amount spent for both food types combined

3x+1y = 10 since Wayne has $10 to spend

The equation solves to y = 10-3x

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If we plugged in x = 2, then,

y = 10-3x

y = 10-3*2

y = 10-6

y = 4

Telling us that x = 2 and y = 4 pair up together. The point (2,4) is on the line y = 10-3x

Since x is the number of tacos and y is the amount of popcorn, this means (x,y) = (2,4) indicates that:

Wayne can buy 2 tacos and 4 boxes of popcorn

This is why the answer is choice (1).

Choice (2) is incorrect because it has the numbers swapped in the wrong spots.