Which best describes how the reasonable domain differs from the mathematical one?
The average cost of producing a single bicycle based on the total number of bicycles produced, x, is represented by this function:
801 30,000 ✔ 30,80024,000,000
whole numbers X rational numbers integers ✔ real numbers
0 ✔ 80030,800
Mathematical range: y ≤ [___]
200
At a grocery store, apples cost $2 per pound and oranges cost $3.50 per pound. The function representing the total cost, in dollars, for x pounds of apples and x pounds of oranges is f(x) = 5.5x. How does the mathematical domain of the function compare to the reasonable domain?
The growth of a population of mountain lions can be described by the function f(x) = 500(1.015)x, where x is the number of years after the first census. How do the mathematical domain and range compare to the reasonable domain and range? Check all that apply.The mathematical and reasonable domains are identical.The mathematical domain is the set of real numbers, while the reasonable domain only includes real numbers greater than or equal to 0.The mathematical domain is the set of real numbers, while the reasonable domain cannot include fractional values.The mathematical range contains all real numbers, while the reasonable range contains all real numbers greater than 0.The mathematical range has a minimum value greater than 0, while the reasonable range is limited to whole numbers and has a minimum value greater than or equal to 500.
The amount of bacteria, f(x), observed by a research scientist is represented by the function f(x) = 3x + 7, where x is the number of hours passed since initial observation.Which statement best compares the mathematical and reasonable ranges for this function?
The average cost of producing a single bicycle based on the total number of bicycles produced, x, is represented by this function:
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