This is why young teachers are better for exams, they don't care about all that proof bullshit and just go straight to the point

@Pizner

5 жыл бұрын

well proofs are not bullshit LOL

@xxPR0PERxS0LIDxx

2 жыл бұрын

preach brother x

@petricor1420

3 ай бұрын

Low IQ statement, being young has nothing to do with teaching the way you want to teach.

anyone failing algebra trying to study last minute because they skipped every math class me

@dylanrosenbaum5

4 жыл бұрын

hells yeah... My test is tomorrow!

@pinklady7184

3 жыл бұрын

Are you in university studying algebra or in high school?

@usmanalyassirajuddeen

3 жыл бұрын

@@pinklady7184 I am in university but my LA is fucked up

@MewPurPur

3 жыл бұрын

@@usmanalyassirajuddeen I'm here trying to dodge this very situation.

Simple, elegant, and beautiful. Thank you so much

Clear and to the point. Thank you very much!

@TheAInfinity

9 жыл бұрын

Yes, we're in the same class (UCD), but now tell me what kind of name is Dimitrov?

bless. clear and concise, i appreciate this!

I'm not sure if this is relevant but orthogonal and perpendicular have one subtle difference. The zero vector is orthogonal to every vector but cannot be parallel with respects to a vector.

Man of honor.

Thank you so much!!

It has been helpful....thanks alot

Great video, keep up the good work.

really good

Short and crisp !

Thanks

flipping legend

good job

thank you!!! it all makes sense now.

thanks

Thanks Bro

Thanks G

But can you say more than three vector that is perpendicular

indepent 🤣 thanks though, great video

@naulyd

4 жыл бұрын

🤣😂

Is Orthonormal set and Orthonormal basis the samething? help please

Orthogonal and Perpendicular are NOT the same thing. Theres a reason why they have two different terms in Algebra. Orthogonal means that the dot product of vectors equals zero, which is not necessarily the same as perpendicular or "right angle" as you say

@YusufSaidCANBAZ

6 жыл бұрын

I think "perpendicular" is subset of "orthogonal". If it is less than or equal to 3D we just say perpendicular but mathematically they are orthogonal. Or IS IT ?

@josephlauletta3419

6 жыл бұрын

do you have an example of two non-perpendicular vectors whose dot product is zero?

@enriqueniemannconcha7267

3 жыл бұрын

@@josephlauletta3419 when we define an inner product for a function space this happens. Two functions can be orthogonal but it doesn't make sense for them to be perpendicular.

before i watched this video i losed 20 marks in mid term exam,,,,:(

you are so cute...

an absolut Sigma male

all these people here studying for their tests tomorrow, meanwhile I'm here trying to understand quantum physics / computing XD