Jose the plumber charges $65 per hour to fix your plumbing. He uses the equation C=65H+100 to determine the charge of his services, C, after working h hours.

What is the Y intercept?
What does it represent in the context of the problem.

y intercept=100 dollars. It represents just being there, no time at work. Like a service call charge.

The Y intercept of the equation C=65H+100 is 100.

In the context of the problem, the Y intercept represents the fixed cost, which is the amount Jose charges regardless of the number of hours worked. In other words, even if Jose doesn't do any work (H=0), he will still charge a flat fee of $100 for his services. This fee could include expenses like transportation or equipment setup.

The Y-intercept in the equation C=65H+100 is the constant term, which is 100. In this context, the Y-intercept represents the fixed charge for Jose's services, regardless of the number of hours worked (H).

To find the y-intercept of the equation C = 65H + 100, we need to understand that the y-intercept represents the value of C when H equals zero.

When H is zero, the equation becomes:
C = 65(0) + 100
C = 0 + 100
C = 100

Therefore, the y-intercept of the equation is 100.

In the context of the problem, the y-intercept represents the fixed fee that Jose the plumber charges for his services. Even if he doesn't work any hours (H = 0), there is still a charge of $100, which can be considered as a call-out fee or a minimum charge.