Not awkward at all. complete and utter legend. Triangles can classify as nouns, so do they really exist? Haven't seen a perfect triangle yet. Nouns, like all models, are approximations by definition. Appreciate the fluency, and that thought.
Hence, an imaginary triangle, knowing that the sum of the angles of a triangle is 180 degrees ---- we know this can't really exist as they would be parallel.
Yes!!!!! Hence an "imaginary" triangle ----Think of two dimensional "i" ----- doesn't square root of a negative number also violate the definition of numbers?
Thank you professor. I was telling another professor that that’s how you find cosine of 0 degrees, and he was saying no. I also told him the Law of Cosine applies if one side has zero length.
You are arbitrarily deciding that two sides of your 90 degree angle are 1, and that the adjacent side is 0, without explaining why. This isn't helpful.
Actually, it is. Since the basis is on the sum of the angles of a triangle is 180, the third angle must be zero. Think of this as a hypothetical triangle ----since 2 angles is 90, it technically is impossible to connect...But this scenerio is easier to think of 90 degee, 89 degree and 1 degree.....then 90, 89.5, .5 degree, etc..... and since I am NOT introducing as the degree approaches zero, I figure this was easier to understand. Sorry you didn't like it.
If two angles are 90 degree each then how can it be a triangle! They should be rather two parallel lines. Of course you said it's imaginary. I can't even imagine it. Why should we imagine such strange things? Answer me please🙏
u make it so easy... well i was not getting ur voice properly... but i understood ...thanku sir..
Not awkward at all. complete and utter legend. Triangles can classify as nouns, so do they really exist? Haven't seen a perfect triangle yet. Nouns, like all models, are approximations by definition. Appreciate the fluency, and that thought.
Thank you very much Mr. Paul Gruber.
Finally someone explains it in English! Thx!
Thanks, this really helps my understanding of these odd angles!
Thank you sir.You are very underrated
Wow... wonderful
A big thank you from Germany! I finally understood it!
Thanks! I couldnt find the answer of my question in Turkey but thanks to you I got it !
BRRRUUUUHHHH this is so clear, thank you so much!
excellent sir....thanks 4 making my dought clear...actually I was really egar to know that
Excellent sir... Your presentation is awesome with simple logic...
at 1:41 did you mean 1 or zero? (you said zero but wrote 1)
Its one... because thats the length.
That's 1. He mistakenly said it as zero.
Thanks Paul Gruber
sir i understand. thanks. prayer for long life with good helth.
thank u but in the view of 90degrees how can you adjecent side value as 0
Hence, an imaginary triangle, knowing that the sum of the angles of a triangle is 180 degrees ---- we know this can't really exist as they would be parallel.
thank you this helped lots!!
I love when surgeons teach math, very inspiring!
Thanks --- LOL
A lot of thank you sir from ladakh
Why took hypotenuse as 1
excellent!! This is brilliant. Thank you sir!!!
thank you this helped me a lot
AMAZING
you sound a bit like christopher walkin but i really like the content mate
thank you!
You're verygood
Go on
#your fan from Egypt
Does a triangle with 0 length on one side violate the triangle definition?
Yes!!!!! Hence an "imaginary" triangle ----Think of two dimensional "i" ----- doesn't square root of a negative number also violate the definition of numbers?
Thank you professor. I was telling another professor that that’s how you find cosine of 0 degrees, and he was saying no. I also told him the Law of Cosine applies if one side has zero length.
Thank You ! Very Useful !!
This was very helpful sir.. Thanks a lot.. I didn't imagine this by drawing 2 right angles in one triangle..😁
amazing video
gud sir.... if 2 angles r 90degree den it's not triangle .... trigonometry can't be applied
can you write the statement
Thanks for this awesome video!
OMG HE MADE IT EASY AAAAAA
Is theta in multiply with cosine
Plz ans me
Thank you very much sir
Fantastic!
the math is interesting , but the sound is just like something spinning :v
This was so helpful,thank you.
Tnx had been bothering me for a while :-)
God! You are very cute daddy, thanks
Thank you very much
Thank you so much
perfect!
Thankyou!!
You are arbitrarily deciding that two sides of your 90 degree angle are 1, and that the adjacent side is 0, without explaining why.
This isn't helpful.
Actually, it is. Since the basis is on the sum of the angles of a triangle is 180, the third angle must be zero. Think of this as a hypothetical triangle ----since 2 angles is 90, it technically is impossible to connect...But this scenerio is easier to think of 90 degee, 89 degree and 1 degree.....then 90, 89.5, .5 degree, etc..... and since I am NOT introducing as the degree approaches zero, I figure this was easier to understand. Sorry you didn't like it.
There is two 90 degrees
hence, an imaginary tringle ---- as a way to explaining it
Thanks!
Thx
Hi
Wow
Sir
Johnny sins
Wh0?
gud sir.... if 2 angles r 90degree den it's not triangle .... trigonometry can't be applied
he's just imaging
I introduced as an "imaginary tirangle"
If two angles are 90 degree each then how can it be a triangle! They should be rather two parallel lines. Of course you said it's imaginary. I can't even imagine it. Why should we imagine such strange things?
Answer me please🙏