4:26 To anyone watching who is wondering why any number^0 = 1, we can use the 2nd law he mentioned in this video. As an example, I will use 2^3 divided by 2^3. Since a number divided by itself is one, we can say that this problem is also one. But if we subtract the powers, it will be 2^0. Hence, why it is 1.
Thank you sir. I understand that most people watch your videos to study and get a recap on the topics, however, I'd like to thank you today for showing me how to teach those topics. I've become a math teacher this year, and watching you explain the topics give me a very solid idea as of how to make the kids learn and grow. You're awesome! :)
I’m an adult student learning about algebra and indices for the first time, it all looked like gibberish on my work sheet but this video helped it all make sense, THANK YOU SO MUCH!
It's just like a Question Mark.. If you don't know the value or something, you put a question mark, right? Instead of a question mark, mathematicians use letters.. Don't overthink it.
Best teaching sir :) It was really nice class :) I have same experience from Vidya Guru teachers as well. Their all teachers present the exam relevant important questions only.
is in this video he is teaching to the college students of australiya , because in india this things we use to learn in 6th ( 10 year old student) grade only . not saying a ny thing to the sir because he is the best teacher ..................
How does the index law a^1/2 = sqrt(a) apply in these situations: • a^1/2 + b^1/2 ▪︎ isn't sqrt(a + b) the same thing? • sqrt(a^2 + b^2) ▪︎ isn't this the same as sqrt(a^2) + sqrt(b^2)
Hello :) I hope I'm not too late with my answer. a^1/2 + b^1/2 = sqrt(a+b) is NOT a true equality. One way we can see this is by plugging in numbers and see what happens: let a=9 and b=16. We would get 9^1/2 (which is 3), added to 16^1/2 (which is four). Uppon adding them up, we get 7: 9^1/2 + 16^1/2 = 3+4 = 7. What about sqrt(a+b)? This would be sqrt(9+16) = sqrt(25) = 5, which is different than 7. The equality does not apply. Regarding the second point, nope, the equality is still not mantained. We can apply a similar argument. Using the same values, sqrt(9^2+16^2) = sqrt(81+256) = sqrt(337) ≈ 18.35. sqrt(a^2)+sqrt(b^2) = a+b = 9+16 = 25. (see note regarding the first equality). We can see that the values are also different. The equality is not true. Note: technically it should be |a|+|b|, but OP might not be familar with the absolute value, and the values are positive anyways.
I thought that last problem was a trick. I solved it right once and wrong the a 2nd time before getting your solution. gotta' remember I shouldn't overthink it.
Everyone is saying thank u this will help with test but we all know deep down we all gonna get a d or a e on our test cause we are all bogans here wondering what the hell a index law is
4:26
To anyone watching who is wondering why any number^0 = 1, we can use the 2nd law he mentioned in this video. As an example, I will use 2^3 divided by 2^3. Since a number divided by itself is one, we can say that this problem is also one. But if we subtract the powers, it will be 2^0. Hence, why it is 1.
6 years later, still beyond helpful. Thank you for these videos!
9 years now
10. A decade.
I love the way you teach Math it's better than my teacher.
9 years later still very helpful thank you this helped me alot
Thank you sir. I understand that most people watch your videos to study and get a recap on the topics, however, I'd like to thank you today for showing me how to teach those topics. I've become a math teacher this year, and watching you explain the topics give me a very solid idea as of how to make the kids learn and grow. You're awesome! :)
why am i watching these videos up until midnight when i hate maths itself?
Because you had a test on it most likely
ur not alone bro im here 2
@@samsav2866 How'd ya know?
@@Cars-Planes-Musicwhy else would we be here 🤷♂️
tf your 10x better than my maths teacher
You're (srry i had to don't attack me)
I’m an adult student learning about algebra and indices for the first time, it all looked like gibberish on my work sheet but this video helped it all make sense, THANK YOU SO MUCH!
My favourite teacher
Thanks, helped a lot.
Still don't understand why there are letters in math though.
Lachlan McGilvray yeah Ikr
Because it's the shortest thing you can assign to a number that you don't know the value of
lol
@Lachlan McGilvray hi! 1 year later, the reason is because the letters are substitutes for the numbers themselves ^^
It's just like a Question Mark.. If you don't know the value or something, you put a question mark, right? Instead of a question mark, mathematicians use letters.. Don't overthink it.
Thanks for the upload, it helped me and lots of others, keep up!
you the best teacher ever
Beyond helpful Thanks so much
Thank you, Even 9 years later this is so helpful I’m trying to learn as much as I can before my test 😭
8 years later and dis video is STILL helpful
this is getting me through highschool thank u
Teachers take a whole lesson to explain, but he just took 8 mins. understand it so clearly now
Watching this was like being back in high school. I can literally feel the acne and bad BO coming back.
the exponents 💪🏼💪🏼
thank you it helped but very confusing
Best teaching sir :) It was really nice class :) I have same experience from Vidya Guru teachers as well. Their all teachers present the exam relevant important questions only.
I so wish i had this teacher. What school does he teach? Since i am aussie sooo
Thank you, this was super helpful!
thank you!
thx
Can you do this video again with the rules and more explained answer.
Thank you!!!
god bless you, you are better then my maths teacher
Today I looked at my homework and thought fuck I don’t know anything about this
lol you have a live class behind you?
Invincible Vlogs he is literally teaching a class in school xD and just recording his class
Invincible Vlogs dude I
Thanks cuz
is in this video he is teaching to the college students of australiya , because in india this things we use to learn in 6th ( 10 year old student) grade only . not saying a ny thing to the sir because he is the best teacher ..................
It's obviously a school haha
How does the index law a^1/2 = sqrt(a) apply in these situations:
• a^1/2 + b^1/2
▪︎ isn't sqrt(a + b) the same thing?
• sqrt(a^2 + b^2)
▪︎ isn't this the same as sqrt(a^2) + sqrt(b^2)
Hello :) I hope I'm not too late with my answer.
a^1/2 + b^1/2 = sqrt(a+b) is NOT a true equality. One way we can see this is by plugging in numbers and see what happens: let a=9 and b=16.
We would get 9^1/2 (which is 3), added to 16^1/2 (which is four). Uppon adding them up, we get 7:
9^1/2 + 16^1/2 = 3+4 = 7.
What about sqrt(a+b)? This would be sqrt(9+16) = sqrt(25) = 5, which is different than 7. The equality does not apply.
Regarding the second point, nope, the equality is still not mantained. We can apply a similar argument. Using the same values,
sqrt(9^2+16^2) = sqrt(81+256) = sqrt(337) ≈ 18.35.
sqrt(a^2)+sqrt(b^2) = a+b = 9+16 = 25. (see note regarding the first equality).
We can see that the values are also different. The equality is not true.
Note: technically it should be |a|+|b|, but OP might not be familar with the absolute value, and the values are positive anyways.
thank you man
I thought that last problem was a trick. I solved it right once and wrong the a 2nd time before getting your solution. gotta' remember I shouldn't overthink it.
What subject is this?
I hope Arabic and French 😀
@@abdirahmanahmed2517 why would u hope it to be Arabic and French?
@@lucasmckern5898 he never got his answer
@@sparky8911 :(
science
ahh y am i here at 3am watching this craming this shit inisde my head for no reason when im just gonna use a calculator in life bruh!?
Thanx so much
thanks!
It really helped but what if it's 2-²÷4-³
Big brain
be my math teacher please
Everyone is saying thank u this will help with test but we all know deep down we all gonna get a d or a e on our test cause we are all bogans here wondering what the hell a index law is
godam nathan
what kind of monster would dislike this
Legend
why did he subtract on the second one but not the first one
Index law 2 Divison
bit of a goof
One might argue that 18 p^7 / 6 p^3 = 18 * p^7 / 6 * p^3 = 3 * p^10.
To avoid confusion it should have been written like this: 18 p^7 / (6 p^3).
vo
dude, slow down a bit, you are speaking fast
no
yes i agree
yes me too
no
Ok
“Visible confusion on my face”