Can you make a line graph which displays the following: The x axis ranges from 1-300, representing bullets fired. The y axis is an equation correlated to x, where x is the amount of bullets fired and the y axis is the damage done per shot. the x variable is going to be 100x 1.05 for the first 4 then ever 4 after it adds .04 to the prior, at which it tops out of 1.25 for the remainder of the chart

Here is the updated line graph displaying the damage done per shot as the number of bullets fired increases from 1 to 300. The damage scaling formula applies correctly, starting at 100 × 1.05 for the first 4 bullets and then adding 0.04 every 4 bullets until it tops out at 1.25.

Would you like any further details or have any questions?

Here are 8 related questions to expand your understanding:

1. How does the damage per shot change after every 4 bullets?
2. What would happen if the damage increase per set of 4 bullets was different?
3. How does the capping of the damage factor at 1.25 affect the overall damage curve?
4. Can you describe the practical applications of this damage scaling model?
5. How would the graph look if there was no maximum cap on the damage factor?
6. How can this damage scaling be used to balance gameplay in a video game?
7. What other factors could influence the damage output in a real-world scenario?
8. How does the initial damage multiplier (1.05) set the baseline for the damage output?

**Tip:** When creating functions with repetitive conditions, always consider using a systematic approach to ensure accuracy and clarity in your calculations.

Explore the line graph displaying damage per shot as bullets fired increases from 1 to 300. The formula starts at 100 × 1.05 and increases by 0.04 every 4 bullets, capping at 1.25. Understand the impact on gameplay balance and practical applications in video games.

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