Centre of Gravity/Centroid of a Triangle Using Integration - Solving for y bar

[@AFMathandEngineering]

Leave a comment below if you enjoyed this video! You can repeat these same steps in the x direction by replacing y tilde by x tilde, y bar by x bar and follow the same steps as we did in this video but in the x direction. Our differential strip will be vertical instead of horizontal in this case. Let us know if you find the same result!

[@Savage_Moose_Roller]

genuinely helped a lot

[@drandrewsanchez]

Interesting. I won't use this for my major but it was an interesting calculation. Do you have videos on statics? Or something close to it? I want learn a bit of statics on my own so I can learn about the physics of buildings

[@AFMathandEngineering]

Thanks for the comment man. Depends on what kind of statics you're interested in, but yea we do have some! We have some basic highschool physics: statics here: kzbin.info/aero/PLv11OuQcvb_CGoXlPQyFdtH-IxXnNbcFy. In terms of structural analysis, we have lots of good statics stuff here that directly relates to buildings: kzbin.info/aero/PLv11OuQcvb_Dtbtcjmj__PE5MdC6Fi_qk kzbin.info/aero/PLv11OuQcvb_AJKPBEtQTViOEG0s4yOdth kzbin.info/aero/PLv11OuQcvb_CV8eZj6v8ZR_wlLVxlCdGQ kzbin.info/aero/PLv11OuQcvb_BS-jCW0aU-BoM82VBWedy7 If you have any questions let us know!

[@AssureBitesTech]

Well explained..

[@AFMathandEngineering]

Thanks a lot!

[@AssureBitesTech]

Keep it up... Best wishes...!!

[@AFMathandEngineering]

Will do, thanks again!

[@josesimmonds5275]

A question the equation y=h/b(b-x) how to obtain?

[@xinletan8037]

use y=mx+c equation