The length l(w) of a box that is two more than four times the width w what type of function rule would I write for this
L = 4W + 2
To represent the length "l" of a box in terms of the width "w," we can write the function rule as follows:
l(w) = 4w + 2
In this function rule, we are stating that the length "l" of the box is equal to four times the width "w" plus two.
To write a function rule for the length of the box (l) in terms of its width (w), we need to describe the relationship between the two variables. Given the information that the length is two more than four times the width, we can use this to create the function rule.
First, let's break down the given information:
- The length (l) is two more than four times the width (w).
To write the function rule, we can represent this with the equation:
l = 4w + 2
In this equation, "4w" represents four times the width, and adding "2" accounts for it being two more than that. Therefore, the function rule to describe the relationship between the length and width of the box is l(w) = 4w + 2.