In this video, we are calculating the area of a curve made by an exponential term and trigonometric function, and we are using specifically the golden ratio phi to get the area. We use an integral to get the area by working on the golden ratio phi from the trigonometric equation and eventually present the area in the simplest form of the golden ratio phi. More to come! Stay tuned! Problem credit to @usdescartes Check his Twitter at twitter.com/nandor117 ๐ Passionate about math challenges? Join PK Math and explore a universe of math olympiads, tournaments, and more: https://www.youtube.com/@PKMath1234 ✅ Stay Connected To Me. ๐ Twitter: https://twitter.com/drpkmath ๐ Instagram: https://ift.tt/R0IqDrJ ✅ For Business Inquiries: patcastle6022@gmail.com ============================= For Appointment and Business inquiries, please use the contact information below: ๐ฉ Email: patcastle6022@gmail.com ๐Subscribe now for intriguing math problems and solutions. https://www.youtube.com/@PKMath1234 ================================= #area #integral #calculus #goldenratio Disclaimer: I do not accept any liability for any loss or damage incurred by you acting or not acting as a result of watching any of my publications. You acknowledge that you use the information I provide at your own risk. Do your own research. Copyright Notice: This video and my YouTube channel contain dialogue, music, and images that are the property of PK Math. You are authorized to share the video link and channel and embed this video in your website or others as long as a link back to my Youtube Channel is provided. © PK Math
from PK Math https://www.youtube.com/watch?v=PZA1ddR_X-I
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