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Joy determines the total charge, t, for a bag of p pounds of tomatoes at her produce stand using the equation t = 2.33p. What is the constant of proportionality and what is the price per pound for the tomatoes?

A. k = 0.33; The tomatoes cost $0.33 per pound.
B. k = 2.00; The tomatoes cost $2.00 per pound.
C. k = 2.33; The tomatoes cost $2.33 per pound.
D. k = 4.66; The tomatoes cost $4.66 per pound.

Respuesta :

the answer is C. 
In t=2.33p, the constant is 2.33 and it stands for "The tomatoes cost $2.33 per pound"

Answer:

The answer is C. k  = 2.33; he tomatoes cost $2.33 per pound.

Step-by-step explanation:

In this case we have to determine the constant of proportionality of the equation. First we have to identify the variables:

Total charge or price = t

Pounds of tomatoes = p

So the constant of proportionality k is 2.33 because it determines how the total price of a certain number of tomato pounds change. FInally, to calculate the price per pound of tomatoes we have to use the equation a apply it using 1 pound of tomatoes:

[tex]t=2.33p\\t=2.33*(1)\\t=2.33[/tex]

So the price of one pound is $2.33.

The answer is C. k  = 2.33; he tomatoes cost $2.33 per pound.

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