Create an image of an enthused young Hispanic man, Manuel, holding a document indicating he got a new job. In the background, visualize an abstract representation of the mathematical function f(x)=1,500x + 300 with a line graph on a grid. Show the 'y-intercept' marked distinctly, possibly with a symbolic stack of money or coins, to depict the hiring bonus. Ensure there is no text in the image.

Manuel got a new job and was given a hiring bonus along with his monthly salary. His earnings after x months are modeled by the function f(x)=1,500x + 300. How much did he receive as a hiring bonus

The hiring bonus can be found by looking at the initial term of the function, which is 300. Therefore, Manuel received $300 as a hiring bonus.

In the given function, f(x) = 1,500x + 300, the term 1,500 represents Manuel's monthly salary.

Since the hiring bonus is an additional amount given along with his monthly salary, it is not included in the 1,500x term. Instead, it is represented by the constant term 300.

Therefore, Manuel received a hiring bonus of $300.

To find out how much Manuel received as a hiring bonus, we can look at the given function f(x) = 1,500x + 300.

In this function, "x" represents the number of months Manuel has been working.

Since the hiring bonus is a one-time payment given at the start of his job, we need to find the value of f(0), which means plugging in 0 for x.

f(0) = 1,500(0) + 300
= 0 + 300
= 300

Therefore, Manuel received a hiring bonus of $300.