Editing Talk:Knockback
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Hey all, this equation can definitely be simplified. Since it's an image and I don't know how/what program to use to make it spit out something that looks that pretty, I'm not gonna mess with it, but at a minimum the first set of brackets can be changed into (2p+pd)/20. After this, you can multiply the fraction by 200/(w+100) to get (400p+200PD)/(20w+2000), which simplifies into (20p+10pd)/(w+100). Multiplying this by 1.4 yields (28p+10pd)/(w+100), which seems like it'd be much easier to follow (especially if you used a divisor sign instead of making it a fraction). <small>—Preceding unsigned comment added by [[User:69.5.140.1|69.5.140.1]] ([[User talk:69.5.140.1|talk]] • [[Special:Contributions/69.5.140.1|contribs]]) 16:22, April 11, 2022 (EDT)</small> | Hey all, this equation can definitely be simplified. Since it's an image and I don't know how/what program to use to make it spit out something that looks that pretty, I'm not gonna mess with it, but at a minimum the first set of brackets can be changed into (2p+pd)/20. After this, you can multiply the fraction by 200/(w+100) to get (400p+200PD)/(20w+2000), which simplifies into (20p+10pd)/(w+100). Multiplying this by 1.4 yields (28p+10pd)/(w+100), which seems like it'd be much easier to follow (especially if you used a divisor sign instead of making it a fraction). <small>—Preceding unsigned comment added by [[User:69.5.140.1|69.5.140.1]] ([[User talk:69.5.140.1|talk]] • [[Special:Contributions/69.5.140.1|contribs]]) 16:22, April 11, 2022 (EDT)</small> | ||