Area bounded by sin(x) and cos(x), x=0, x=2pi

[@nadiakunanti1304]

Sir, thank you so much for the explanation about this question. You helped me a lot in this question ❤️🥺🙏🙏🙏 i got stuck, but after watched this, i understand what it means 🙏🙏🙏🙏🙏

[@orey0721]

You're the best one sir! actually I got this question when I was in high school again today in university this question is famous everywhere!

[@jan-willemreens9010]

... Wishing you the best day there is Newton, Coincidentally, I also recently had to explain such a trigonometric problem to someone, and I must say Newton, that while I was watching your solution strategy I thought I heard myself talking at the same time! Exactly the explanation this problem deserves; graphs prove their indispensable presence and added value here! This presentation is therefore recommended by me as soon as possible to my tutoring students! By the way, nice to see that you proudly wear the beautiful continent of Africa on your chest. I grew up in an expat family (this means a lot of traveling and moving), and spent the first roughly 7 years of my early life in Africa (not born there, but my older brother was, namely in Algeria); Nigeria (Lagos), then most of the time in Gabon (both on the coast in Port-Gentil, and in the middle of the jungle in Gamba), and finally in South Africa (Cape town) for half a year. So, in Gabon I learned to walk and talk, think about it! Funny right?! My pleasant unforgettable memories and deep-rooted feelings therefore originated from the great continent of Africa! My friend Newton we have a lot in common! Thank you again for another excellent trigonometric presentation, and NEVER underestimate/neglect the so-called "simple" arithmetic part with all the pluses and minuses (it's a jungle out there (lol) ...) at the near end of the problem (evaluation part), at least that's what I tell my students over and over again! Only the best to you my friend Sir Newton, Jan-W p.s. During their stay in Gabon, my parents had the privilege of visiting the world famous Nobel Prize winner Dr. Albert Schweitzer (I still have the pictures to prove this) a few times in his clinic in Lambaréné, isn't this nice? ...

[@PrimeNewtons]

Wow! There's a lot of Africa in you. I am sure there's a lot more to talk about. Thank you for your support on this platform. You are amazing!

[@jimcar53]

Love your explanation and passion. Please continue with your videos.

[@PrimeNewtons]

Thanks

[@NovusTM]

You deserve the best things in the world. Thank you so much for this! Do you have any tips to better practice these kinds of problems? I have a test of this coming up next Friday.

[@PrimeNewtons]

Amen!

[@tirupatipradhan7724]

❤ from india

[@Edwin-ck5ul]

Lol π/2 look like characters Chinese 🤣

[@PrimeNewtons]

I agree!