Rope costs $0.42 per foot. In a relation, the input is the number of feet of rope and the output is the cost.

Is this relation a function? Why or why not?

f (x) = 0.42x; x is the input as the length of rope in feet

; f (x) is the output as cost

Step-by-step explanation:

For a relation to be a function there is a condition that in a function every input has a unique output. It means that for one input there should be only one output, two or more outputs are not allowed.

The function f (x) = 0.42x satisfies the above condition to become a function.

(To find the function use the following method

Cost of total length of rope = (Cost of rope per foot) * (Length of rope in feet)

f (x) = 0.42 * x

f (x) = 0.42x

)