A lawn care company charges a $10 trip fee plus $0.15 per square foot of LaTeX: xx square feed of lawn for fertilization. Which equation represents the relationship
y(x) = 10 + 0.15x
Let's denote the total cost for fertilization as C and the square footage of the lawn as x. The equation representing the relationship between the cost and square footage can be written as:
C = 0.15x + 10
In this equation, 0.15x represents the cost per square foot and 10 represents the trip fee.
To represent the relationship between the cost of fertilization and the square footage of the lawn, we can use the equation:
Cost = Trip fee + (Price per square foot × Square footage)
In this case, the trip fee is $10, and the price per square foot is $0.15. The square footage of the lawn is denoted by "xx". So the equation would be:
Cost = $10 + ($0.15 × xx)