@@shell9918 woah this was really from two years ago 😯 YES btw I did pass! Really stepped up my geometry grades back in 9th grade just because of youtube vids 😁
neatly covered bruh keep going. thank you for that simplicity which makes it easy to understand i am totally in agreement wih channels like this to replace the current messed up education system
It is the point of intersection of all the altitudes in a triangle. The ortho centre of an acute triangle lies inside the triangle . The orthocentre of an obtuse triangle always lies outside the triangle . The orthocentre of a right angled triangle lies on the vertex of the right angle.
the orthocenter is where all the altitudes meet, and the altitude is the perpendicular segment from the vertex to the opposite side. for a right triangle, the orthocenter will lie on the vertex of the right angle, for a obtuse triangle the orthocenter will lie somewhere outside the triangle, and for an acute triangle the orthocenter will lie somewhere inside the triangle. hope this helped!
The only thing that i wanted to hear is that, "the perpendicular bisector doesn't have to pass through the vertex", cause i was thinking, "if i were to draw a line, it can't be perpendicular, passing through vertex, and bisector at the same time, i mean it can, but not always" *Finally, inner peace*
I recently moved to China and started going to an international school and this is taught in our year 8 classes and all my classmates seem to understand it except me- Maths in Australia seemed so easy compared to maths in China.
I now understand the 4 parts of a triangle. It’s always hard for me to remember but this video cemented it in my brain. I use little things to remember the definitions.
Explanation is really really nice.. just want to point out that in the cases of incenter, circumcenter.. he should clarify about the radius too as students often have bit confusion with what radius to take
The main thing: perpendicular bisector drawn to sides may not touch the vertices in case of circumcentre. I was just confused about circumcentres and orthocentres. Thanks for clarifying this doubt
bruh my teacher always makes us write the definition, then he calls on the same ppl (smart kids) and even then only does like 2-5 examples (6 is stretching it) and then after that we just do a kahoot or a worksheet and like HE NEVER EVEN EXPLAINED IT IN THE FIRST PLACE
always. the orthocenter will always be on the hypotenuse of a right triangle every time... however only for right triangles. for acute triangles, the orthocenter will always be in the triangle, and for obtuse triangles: the orthocenter will always be outside, every time. just remember: right - on, acute - inside, obtuse - outside. hope this helped!
I SWEAR I F****** LOVE YOU...so I’m in advanced honors geometry, and my teacher was gone for a whole week. He came back and he tried to rush us into catching up to where we should’ve been with the extremely fast pace we had. I was absent Monday, and he went over a whole chapter on all these currency points, and he set up a test for today. Tuesday we had practice SAT, and yesterday he was already teaching us on the new chapter without catching up everyone who was absent. I didn’t know S#!+ about the test. But you saved my Sass.💕💕💕
One doubt.. perpendicular should be drawn from mid point of each side for circum centre?? We need only perpendicular right? Does it should be from midpoint only?? We can draw perpendicular from anywhere from the sides..??
the perpendicular bisector is drawn from the midpoint, and in a 90 degree angle from that side. however just a perpendicular line does not need to be drawn from the midpoint, but if you are doing a bisector then yes it needs to be from the midpoint.
centroid is the intersection of medians, which is the vertex to the midpoint of the opposite side. however incenter is the the intersection of the angle bisectors, which is different from median.
Final Exams and Video Playlists: www.video-tutor.net/
centroid: 1:35
ortho: 4:21
circum: 10:17
Thanks, also I like ur logo
Thanks,also I like ur logo
Tan Q very much
🙏
Life saver
this guy just explained 2 classes worth of math in 17 minutes
It is indeed 17min
My teacher does this in an hour or more
@@sanowarmasum5350 bro u misunderstood him...
He praised him 🙄
Excatly
@@zarifpious7046 ?
Bruh 5 minutes in I already understand more than 50 minutes in my geometry class
Ik it’s bullshit man fuck the school system
@@rickyalvarez8761 Fr tho
Ikr
hi i like star wars
Fax
Thanks so much for this, I have been really confused in class as we have been learning these 4. This video helped me understand it way more.
Hii
Me too!
My teacher been teaching this for 3 classes and I learned all of it in 17 mins.
Because they cannot cover all 4 like this too fast otherwise it’s too many concepts
Idk why teachers can’t be like this guy. This guy is an absolute lifesaver
You must feel talent even from inside you. love maths then everyone's teaching will be good
@@dilipraj-sy6bp achha.....
Cuz students don't listen then they have to constantly re explain it
U BOUTTA GET ME A 90+ ON THE QUIZ TOMORROW LOL tysm
WhatRbooks Fr
i need to know if you passed it, give update
@@shell9918 woah this was really from two years ago 😯 YES btw I did pass! Really stepped up my geometry grades back in 9th grade just because of youtube vids 😁
@@tabeeb4962Taking this quiz today, wish me luck 😭
Mr. Organic Chemistry Tutor ,thank you for a fantastic video/lecture in Plane/Solid Geometry. This topic is a large amount of information to digest.
neatly covered bruh keep going.
thank you for that simplicity which makes it easy to understand i am totally in agreement wih channels like this to replace the current messed up education system
I love this channel so much. It helped me so much in freshmen year.
Thank you so much!!! This topic really confuses me. I appreciate it so much. Accurate but simple explanation.
This helps so much. 😭 I didnt understand at all in my Geometry class, but now I do. 😅 This video is really helpful!!!
Start watching from 16:23
Np
Why
ty
If you only want to cram!
@Katie Writes Codes I agree, thanks
this is the best explanation i have ever heard
Op
Thanks a lot .
You've saved me a day of headache and research.❤
This was a very enthusiastic review that helped me with geometry thank you!!!
U just saved my math grade
But I still don’t get the orthocenter
Thats the meeting point of the altitudes
It's where the altitudes intersect
It is the point of intersection of all the altitudes in a triangle. The ortho centre of an acute triangle lies inside the triangle . The orthocentre of an obtuse triangle always lies outside the triangle . The orthocentre of a right angled triangle lies on the vertex of the right angle.
the orthocenter is where all the altitudes meet, and the altitude is the perpendicular segment from the vertex to the opposite side. for a right triangle, the orthocenter will lie on the vertex of the right angle, for a obtuse triangle the orthocenter will lie somewhere outside the triangle, and for an acute triangle the orthocenter will lie somewhere inside the triangle. hope this helped!
Where all three altitudes form a point of concurrency
Wish this was given in my freaking textbook. Thanks anyways:)
This video may of just saved my ass for the test tomorrow 🙏❤️❤️❤️
bro we the same person or what
Glad to know we’re all in the same boat!
Thank you. Your videos are helping me to sustain good grades in Freshmen year.
Thanks to clear my all doubt about centers in a single video...Awsome
I love his voice... And his teachings
This man is a god
200x better than my math teacher
The only thing that i wanted to hear is that, "the perpendicular bisector doesn't have to pass through the vertex", cause i was thinking, "if i were to draw a line, it can't be perpendicular, passing through vertex, and bisector at the same time, i mean it can, but not always"
*Finally, inner peace*
omy god bro u helped me out so much with my geometry test! tysm!
I am very thankful to you that you explain this topic in such a easy way
I recently moved to China and started going to an international school and this is taught in our year 8 classes and all my classmates seem to understand it except me- Maths in Australia seemed so easy compared to maths in China.
Happy to learn geometry from chemistry teacher
I now understand the 4 parts of a triangle. It’s always hard for me to remember but this video cemented it in my brain. I use little things to remember the definitions.
Bro earned a like from india❤
my geometry teacher never taught us, she just gave us vocal and a quiz, btw reply if ur watching this in 2020
No
@@patriocabello841 what?
Hare Krishna Hare Krishna Krishna Krishna Hare Hare
Hare Ram Hare Ram Ram Ram Hare Hare
God bless you thanks
🤨🤨🤨
Thanks a lot,,,,,I am from Bangladesh,,,,, I really enjoyed your class🥰
Perpendickular
We learned the equivalent of 17:56 minutes in three days in my geometry class
Made more sense than my teacher did
Thank you so much!! I hope more people subscribe and learn from you.
Thanks bro, I have a test tomorrow and you helped clear things up
😸👍Best teacher ever
Awesome... Thanks for making it simpler !!!👏👏🎯🎯
Organic Chemistry Tutor, thanks a lot for creating
Explanation is really really nice.. just want to point out that in the cases of incenter, circumcenter.. he should clarify about the radius too as students often have bit confusion with what radius to take
Thank you so much, this helped a lot!
The main thing: perpendicular bisector drawn to sides may not touch the vertices in case of circumcentre. I was just confused about circumcentres and orthocentres. Thanks for clarifying this doubt
Wow I wish my math teacher could explain it like this! Thanks a lot!
Very nicely explained...great work👏👏👍👍
THIS HELPS SO MUCH THANK YOUUU
I only needed
00:26 and 10:17 for incenter and circumcenter for my test
Thank you so much
awesome explanation with these diagram! Excellent work!
thanks dude, helped a ton
clutched for my quiz tomorrow thank u
This is quality stuff
Thank so so much for this information
Great Explanation
I thought you only taught org chem
You earned a sub
So helpful aaaa
I have a quiz on this today, tysm
Better than my 2 hr lecture
This lesson is awesome!! But I think these circles may be on the spectrum.😂
Thank you too much 🤩
I've learned more from this dude than my actual geometry teacher
bruh my teacher always makes us write the definition, then he calls on the same ppl (smart kids) and even then only does like 2-5 examples (6 is stretching it) and then after that we just do a kahoot or a worksheet and like HE NEVER EVEN EXPLAINED IT IN THE FIRST PLACE
@@insecticaa 😂😂
@@insecticaa which class r u now??
@@akshrags-mindmaze3407 I’m in ap pre calculus now, that comment was 8th grade now i’m in 10th :P
This saved me for my contest tyyyyyyy
Thankyou very much sir for this useful vedio.But I would have felt more better if you draw the ortho circle of right angled triangle alsoo.
Does the orthocenter for a right triangle always have to be on the hypotenuse or is it just a singular case?
always. the orthocenter will always be on the hypotenuse of a right triangle every time... however only for right triangles. for acute triangles, the orthocenter will always be in the triangle, and for obtuse triangles: the orthocenter will always be outside, every time. just remember: right - on, acute - inside, obtuse - outside. hope this helped!
great video!! thanks so much !!
my math teacher
do incentre and circumcentre of a triangle coincide?
thank you.
Thank you solve my doute ❤
Thanks bro got a test tmr and you carried
omg this is so help full it is so understandable
What whiteboard do you use?
Bro this vid helped so much thank you
My teacher: yappin for a week about this and me not getting it.
Me: Skipping through the video and understanding everything in literally 5 minutes.
I SWEAR I F****** LOVE YOU...so I’m in advanced honors geometry, and my teacher was gone for a whole week. He came back and he tried to rush us into catching up to where we should’ve been with the extremely fast pace we had. I was absent Monday, and he went over a whole chapter on all these currency points, and he set up a test for today. Tuesday we had practice SAT, and yesterday he was already teaching us on the new chapter without catching up everyone who was absent. I didn’t know S#!+ about the test. But you saved my Sass.💕💕💕
I got a 97 btw
thank you,God bless you and thank you.
Thanks
Best explanation
One doubt.. perpendicular should be drawn from mid point of each side for circum centre?? We need only perpendicular right? Does it should be from midpoint only?? We can draw perpendicular from anywhere from the sides..??
the perpendicular bisector is drawn from the midpoint, and in a 90 degree angle from that side. however just a perpendicular line does not need to be drawn from the midpoint, but if you are doing a bisector then yes it needs to be from the midpoint.
Thank you so much!
Me; has bid test in two days
Also me; finally understands things teacher has been teaching for almost a month
*big
Oops lol
Nice explanation
Thanks I went to class and my teacher told us to make a piece of art including these and she never taught us what they were.
Why can’t my teacher be more simple than this instead of over complicating the theorems
Thanks mate.
do all these points exist for any triangle!!?
Thanks a lot excellent tutor
Off course
Would love to see his face☺
Is the incenter always the center of the incircle?
16:23
yes, because its the angle bisectors so its inside.
Why is this in ReptileLegit’s Minecraft Parody playlist?
Wolverine 7107 LMAOOOO I WAS JUST WONDERING THIS
yeah I was just listening to some MC Parodies then next thing I know I'm back in math class lol
Deadass lol that’s how I found this
not there now
Thanks for remind ☺
Thanks❤
for such a smart guy, he uses black ink in a black background.
Please mention the formulas as well
thank you, sir
Bro this is how long this lesson should’ve taken to understand but no my teacher has to yap for an 1 hour and 15 minutes
But isn't the incenter the same as the centroid?
fantastic mc parody
How is incentre different from centroid?
centroid is the intersection of medians, which is the vertex to the midpoint of the opposite side. however incenter is the the intersection of the angle bisectors, which is different from median.
CAN YOU PLEASE CONDUCT A MATH CLASS
Wow💜💙