The equation you provided, \( f(x) = 1500x + 300 \), appears to represent a linear function where \( f(x) \) could be a total amount (like a bonus or payment) based on some variable \( x \).
To determine the bonus, we need to understand the context of the equation:
- The term \( 1500x \) likely represents some variable component of the bonus that depends on \( x \).
- The constant \( 300 \) represents a fixed amount that is part of the total \( f(x) \).
If the bonus is represented as the total amount \( f(x) \), then the bonus is \( 300 \) when \( x = 0 \) (i.e., when there are no variable components added).
If you are looking for the bonus based on a particular value of \( x \), you can substitute that value into the equation. Could you please specify a value for \( x \) or clarify how you would like to interpret the bonus?
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