Answer:
We get the value of constant = 80
Option C is correct answer.
Step-by-step explanation:
We need to find the value of the constant in the equation below.
[tex]Height=\frac{Constant}{Width}[/tex]
By putting the value of height and width, we can find the value of constant.
Looking at the graph, x-axis represents width and y-axis represents height.
Taking any point from the graph we can find the value of constant.
Suppose we take the point (4,20)
We will have Width = 4,
Height = 20
Putting values in the given equation, we can find value of constant
[tex]Height=\frac{Constant}{Width}\\20=\frac{Constant}{4}\\Multiply\:both\:sides\:by\:4\\20\times 4=\frac{Constant}{4}\times 4\\=>Constant = 20\times 4\\Constant = 80[/tex]
So, we get the value of constant = 80
Option C is correct answer.
