Top 10 PROOFS in High School Math | jensenmath.ca

[@fredg.sanford634]

Thanks!

[@ShahedsLearning-y2c]

I LOVE THIS CHANNEL! Mate! We as someone who's self-learning I always find out I know very little. Learning new math techniques and having an ordered list helps out SO MUCH!

[@Minihead]

first time ive seen a proof for pythagorean theorem which actually helped me understand it better

[@elecbertelecbert-l5e]

Continue your brain is bright you are genius thanks educator

[@maxpolaris99]

Your Pythagorean Proof I've never seen but it is the simplest and easiest for me to remember. Thanks!

[@punditgi]

Excellent video! One thing to mention is where continuity let's you do direct replacement into the calculus proofs. 😊

[@Nanostarical]

Where were this video from hiding from my life

[@bawatabetando6902]

Hidden for in Aristocratic _ bourgoisie colleges and universities.

[@abhishekmazumdar2072]

Your life started 2weeks back?

[@sherifffruitfly]

Best high school level theorem: completing the square. Most SLICK theorem of any level: the isosceles triangle theorem proof where you just relabel the vertices.

[@KartikeyaLakhera]

Hey, big fan !! please something like "top 10" or "top 20" for integrals aka antiderivaties please

[@Adel69702]

Please what

[@KartikeyaLakhera]

@@Adel69702 A video on integral / antiderivatives

[@joserubenalcarazmorinigo9540]

La INTEGRAL es la inversa de la DIFERENCIAL. Ver por ejemplo libro de GRANVILLE

[@mangler241]

All pretty standard, but in #9, "where n is any real number" means the binomial SERIES is needed, so the numerator is a convergent series with possibly infinitely many terms, giving the desired result.

[@NullSpectralZenithCipherVoid]

Sir can you please make videos on these chapters (before 15 january) 👇👇👇👇 1. Sets 2. Relations and Functions 3. Trigonometric Functions 4. Principle of Mathematical Induction 5. Complex Numbers and Quadratic Equations 6. Linear Inequalities 7. Permutations and Combinations 8. Binomial Theorem 9. Sequences and Series 10. Straight Lines 11. Conic Sections 12. Introduction to Three-Dimensional Geometry 13. Limits and Derivatives 14. Mathematical Reasoning 15. Statistics 16. Probability 17.Relations and Functions 18. Inverse Trigonometric Functions 19. Matrices 20. Determinants 21. Continuity and Differentiability 22.Applications of Derivatives 23. Integrals 24. Applications of the Integrals 25. Differential Equations 26. Vector Algebra 27. Three-Dimensional Geometry 28. Linear Programming

[@adityapandey624]

@@NullSpectralZenithCipherVoid this is the whole syllabus of Class 11th Mathematics lmao

[@tianyangzhang4727]

I think the most essential proof is to show how come areas are calculated in square units and volumes are calculated as cubic units. They are super easy, but many children get them wrong because they do not know what's behind them.

[@trishanuagarwal9220]

Thank you sir proofing all these statements I always wanted to know their proofs Thank you ❤❤

[@learnwithrajnishsood]

I am from India.I enjoyed the precious session.thank you

[@AmoghSharan]

Very useful !!!

[@AtheFbEast]

Yessss, thank you

[@dan-florinchereches4892]

Amazing job. I disagree about Therem sine for triangles. It should be 2R=a/sinA=b/sinB=c/sinC . If you draw the circumscribed circle for the triangle and focus on side length a it is opposite to angle A. Drawing a diameter with an endpoint of side a and completing the triangle we get a right angle triangle with the angle oposite to a still A as they subtend the same arc and points are on circle. From right angle triangle 2R=a/sinA so the radius of circumscribed circle is there

[@alieumansaray6436]

Please help me know what software you use to make your tutorial

[@uop8521]

Great!

[@maysounhejazy7056]

Could I ask about the application which you used

[@Archived09]

6:54 why didnt you divide both sides by a, but only divided the left part?

[@ABC-Demo]

You can't divide both by a because you need to learn when to divide or rules in division of algebraic expression in fractions 😊😊

[@DanielMacedo12345]

What software you used to make this video ?

[@RAVICHANDRANV-eh1bn]

Thank you very much sir 🙏🥰🎉

[@BrunoSantos-bt2bk]

10:03 how?

[@mathpro926]

We watched this video we will get knowledge in maths

[@dhalsam]

can we talk about how the top 10 mathematical proofs STARTS WITH A THEORY

[@LukaWyd]

Yeah but the Pythagorean Theorem is solved

[@BoZhaoengineering]

This video shall be presented to any high school (1st year freshman in college) student!

[@adityapandey624]

Nice 👍

[@kumkumsana409]

Sir please 🙏🌷🙏🌷 help me to understand quintic equations

[@minakshibhattacharya3739]

Sir my wish...next time can you make videos on class 9 stuff...

[@maysounhejazy7056]

Great 🎉🎉🎉

[@elalaouimhamdi3367]

Very good

[@Hello_myselfhamza]

Keep using the thumbnail of this one theme, it looks BETTER 😄

[@AhmedMetawie-oi8fm]

Continue 🔥🔥

[@elnetini]

Nice!

[@epamehih]

Alguém dubla isso pro pt-BR 😢

[@heet888]

So cosine law is just the formula for vector subtraction.

[@svenkonings9822]

......what?

[@bemamaria7326]

Que vous bénisse, merci

[@devendersinghattri4654]

❤❤❤

[@ApexDGop01]

PDF of the video pls (don’t ignore )

[@faisal-r2u9c]

I may build my own house contemplating on these concept😅.

[@willyh.r.1216]

Math without proof is called religion.

[@sanjeevgautam2452]

NVIDIA CEO went undercover😂😂😂

[@eric4709]

Why not show the qeometric proof of " completing the square?" ( in deriving the quadratic equation) Knowing "why" adding half the coefficient of x ( ie "b") squared makes a perfect square is easily shown in diagram form! Once this is shown... Then ... deriving the quadratic equation is just algebraic manipulation!

[@dhalsam]

8:28 let me lable deez altitudes. you’re not slick. god i hate mathematics

[@lugia8888]

@@dhalsam you hate logic and sound theory? makes sense