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The constant of proportionality from the number of boxed lunches to the total cost, in dollars and cents is 8.15 dollars, or 8 dollars and 15 cents.
The area of mathematics known as algebra is used to portray situations or problems using mathematical expressions. In algebra, we utilise numbers with fixed or definite values, such as 2, 2, 0.083, etc.
Given that A company orders boxed lunches from a deli. Assume the cost of each packed lunch is the same. The proportional relationship between the number of boxed lunches ordered, b, and the total cost in dollars and cents, c, can be represented by the equation C = 8. 15b.
We have to determine the constant of proportionality from the number of boxed lunches to the total cost, in dollars and cents
The equation c = 8.15b represents the total cost of the boxed lunches
c represents the total cost
b represents the number of boxed lunches
To find the total cost of multiple items, you generally multiply the cost of a single item by the number of items there are.
Using this, we can find the cost per item is 8.15 dollars, or 8 dollars and 15 cents.
Therefore the constant of proportionality from the number of boxed lunches to the total cost, in dollars and cents is 8.15 dollars, or 8 dollars and 15 cents.
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