Optimization, Derivatives: Lowest Cost Cylinder
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- Опубликовано: 9 сен 2024
- Find the dimensions of the cylinder with the minimum cost.
* Top and bottom material costs 30 cents per cm2
* Sides cost material 10 cents per cm2.
* Use the surface area and volume formulas to find an equation for Cost that depends on only one variable. Probably radius here.
That was EXACTLY what i needed. Thank you.
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This video is perfect! A perfectly aligned topic as I have a test tomorrow on this concept!
You sir are AMAZING. Thank you for posting this video!!!!
You are a good man, thank you
you sir are a legend
ruclips.net/video/paVOEi7cYrA/видео.html( Mec. English and French )👍💐
This is the question I got posted exactly
Thank you 🎉❤
thank you so much but you didnt do the minimum cost?
thank u
How would you find the minimum cost?
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great video just wish it should what the minimum cost was I think I can figure it out but just wish that was added still a good video never the less
How did he get 400? What did he divide by, I tried 0.2 but that wasn't it
where is the minimum cost?
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ohmy gosh is this also chemistNATE? I recognize le voice?
4
ruclips.net/video/paVOEi7cYrA/видео.html) Mec. English and French )👍💐
Hey please help me my annual exams are starting from day after tomorrow Im in class 8th please help me
you didn't found out the minimum cost
This video is perfect! A perfectly aligned topic as I have a test tomorrow on this concept!
How’d the test go ?