potty_mousie
New member
- Joined
- Dec 13, 2019
- Messages
- 3
Hello, I am trying to solve damage reduction formula for the mobile game RAID who don't release the exact formula for damage reduction. In their video, they gave
1) Damage Reduction (DR) of 15% at 290 Defense (DEF)
2) Damage Reduction (DR) of 30% at 655 Defense (DEF)
3) Damage Reduction (DR) of 45% at 1500 Defense (DEF), Where I estimated 1500 using basic proportions math from their bar graph they provided.
Assuming everything they provided is correct, we know it is a diminishing return.
A common formula for these kinds of games is
DR = A * DEF / (B * DEF + C)
Assuming this formula is correct (which may not be and please correct), I believe we can use the above provided data to plug into this formula somehow to find the 3 different variable. How to do so, and what's the answer? I've tried manual trial and error and so far I've gotten close with
A ~ 0.026
B ~ 0.03
C ~ 40
Please help. I can't stop thinking about it.
1) Damage Reduction (DR) of 15% at 290 Defense (DEF)
2) Damage Reduction (DR) of 30% at 655 Defense (DEF)
3) Damage Reduction (DR) of 45% at 1500 Defense (DEF), Where I estimated 1500 using basic proportions math from their bar graph they provided.
Assuming everything they provided is correct, we know it is a diminishing return.
A common formula for these kinds of games is
DR = A * DEF / (B * DEF + C)
Assuming this formula is correct (which may not be and please correct), I believe we can use the above provided data to plug into this formula somehow to find the 3 different variable. How to do so, and what's the answer? I've tried manual trial and error and so far I've gotten close with
A ~ 0.026
B ~ 0.03
C ~ 40
Please help. I can't stop thinking about it.