A lawn care company charges a $10 trip fee plus $0.15 per square foot of x square feet of lawn for fertilization. Which equation represents the relationship?
(1 point)
Ox=0.10y+15
O y=0.15x+10
O y=10x+0.15
Ox=10y+0.15
The equation that represents the relationship is: Oy = 0.15x + 10.
The correct equation that represents the relationship is:
y = 0.15x + 10.
This equation represents the relationship between the total cost (y) and the square footage of the lawn (x) for fertilization.
To determine which equation represents the relationship, let's break down the information given:
The lawn care company charges a $10 trip fee, which is a constant fee that doesn't depend on the size of the lawn. We can represent this constant fee as 10.
In addition to the trip fee, the company charges $0.15 per square foot of the lawn. This means that for every square foot of x square feet of lawn, the cost would be 0.15*x.
The equation representing the relationship between the cost (y) and the size of the lawn (x) would then be:
y = 0.15x + 10
Therefore, the correct equation that represents the relationship is:
O y = 0.15x + 10