I cannot believe of many views this video has, it is literally the greatest, short, understandable and with nice presentation video I saw! Keep up the amazing job!!!!!!!
A tip for future people instead of doing soh cah toa to find the length of the height you can use this formula. H= adj * sin(x). So using 42 as your refrence angle you can do H= 5 sin ( 42). The answer would still be 3.35. This method is much faster and easier to use.
What if you are given an acute angle with two sides and you find the height of the possible triangle and it is equal to the length of the hypotenuse, is it a possible triangle?
Ima turn my attention to how cute you are. Forget about an acute triangle. I'm deep into my 2nd bottle of brandy, so I'm hoping I can avoid being strung up when I say, I would sohcahtoa anytime.
هل فهم معدو هذا الفيديو التعليمي بحقيقة الزوايا الغير موجوده إطلاقا با الرغم من ايمان كافة البشر فيها منذ اقدم الازمان و حتى في أيامنا هذه؟ ام ان حقيقة معرفتها ستقلب علم الرياضيات راسا على عقب و ستكسف كافة الألاعيب العقليه السخيفه و التي تم خداع حتى أعظم عباقرة العالم المزعومين تاريخيا و حاليا مما لا يرضي أي أكاديمي على الإطلاق لانه ببساطه شديده سيوقف شعوذه كافة أكادميين العالم من عمل المزيد من المجلدات و الأكتشافات الوهميه الضالة و التي قريبا ستملئ مجرتنا بأبحاثهم الفارغه و الأثمه قطعا؟ و ا الغريب ان لا أحد يسأل حتى عن المراجع المنسوره مجانا لكافة البشر و اللتي لا تتطلب ابدا موافقتكم على البراهين الغير قابله للدحض بل تتطلب منكم طاعة الحقائق المطلقة...و رفعها فوق كل خطأ تاريخي أثم على حساب كافة عقول الابرياء من الأجيال القادمة ....؟ وهل تريدون مني أعاده التحديات البسيطه جدا مرارا و تكرارا التي ستجعلكم حتما تفهمون ام انكم تفضلون الفهم كا العاده في تاريخ الرياضيات المزيد في الأكاذيب في القرون اللاحقه؟
Most likely the author of this video have never heard of the non-existing angles subject that was publicly & repeatedly published with elementary irrefutable rigorous proofs on sci.math, Quora & Stak Exchange....,etc, where most of well-known angles in both old and modern mathematics don't strictly exist as All those of integr degrees angles that aren't divisible by 3, or those non-constructible angles like (pi/7, pi/9, pi/11, pi/13, pi/14, pi/18, pi/19, ...,etc), where it's absolutely impossible to get any of them in a triangle with exactly known sides (since they don't exist ) However, this rare proven discovery of solely mine is generally fought to death by almost any academic proffessional mathematicians since it shows how old & cheap the greatest cheating was fabricated by many allegedly ginous historical figures in the history of mathematics for purely business practice purposes At All cases, anyone (not necessarily academic proffessional mathematicians) are so encouraged & very much welcomed to refute my claims openly by a valid single counter example Good luck 👍 Bassam Karzeddin
@@HevaNaisdey The clue is certainly rewritten just before your own eyes & minds as well, not only in this arbitrary occasion but also since many years before ALL the proffessionals in the specilized places for mathematics strictly Let me REPEAT the very simple CLUE for the non-specialists & innocent clever school students in order to immediately understand the global denial theme that every proffessional mathematician don't strictly like YOU to learn & ever know the simplist secret behind it! Not only You but also the whole world of ginious mathematicians can't perpetually get a triangle with EXACTLY known side's where one of its angles is EXACTLY say randomly (Pi/9 = 20 Degrees) But many clever students can so simoly provide millions of non-similar triangles with EXACTLY known side's having at least one of its existing angles say randomly (Pi/6 = 30 Degrees) If one is ever lucky to understand this too simple puzzle then certainly one would so easily do well-understand ALL my abnormal public published claims about the FALSE & FAKE mathematics since many thousands years In short: the Devil is there especially in MATHEMATICS at first & before anything else Good luck 👍 I also do well-understand that this untold fact is so undesirable by ALL humans generally (not necessarily only mathematicians) for many physiological reasons & incurable permanent mental retardation globally for sure How can humans confiss openly that they had never did understand the three ancient Greek's impossible construction problems (by any tools & by any means ) after Thousands of years nowadays? NO Wonder! 👎
@@mansoorahmadnasir9175 It is not the way you do get it, it isn't the way you ever like, it is untold mathematical fact that Nobody wants to understand, more especially by ALL allegedly top-most genius proffessional mathematicians Again not only necessarily for YOU but for everyone else to easily do well-understand the huge volumes of FALSE mathematics since THOUSANDS of years HINT: You can easily find a triangle with EXACTLY known sides such that one of its angles is EXACTLY (Pi/4 = 45), Degrees, where many others would easily find many more non-similar triangles each with exactly Pi/4 Angle But Nobody would ever find an angle say randomly of EXACTLY 80 Degrees that exists in a triangle with EXACTLY known sides or distances Note: Forgot about endless APPROXIMATIONS However, the non-existing angles new issue of solely mine is the shortest key for ALL school students around the whole world to simply do well-understand ALL other established inhireted fictions in mathematics since many THOUSANDS years FOR SURE Where ALL world acadmy would never let YOU know the simplist truths in mathematics for purely protecting their own fake buissness mathematics beside many other physiological incurable problems that exist in human aggressive behaviors twords NEW true discoveries made by amatures And if my claims were ever wrong! anyone is so welcomed to break globally & openly as well by a single counter example Good luck 👍
