Hello dear professor Your lessons are really interesting and crucial,i do appreciate your job,i wish you peace and happiness under the sky of prosperity,all the best. Take care and have a good time.
In this case teacher we use a derivation in the second coefficient. for to get the same operation in 1/2 positive, and 1/2 negative. so is very interesting the operation and the analisist in this case. in the absolute value how is different as a normal integral equation. thank you very much teacher excellente in resolution of this integral. Rgs Mr. Ulises Pacheco Sánchez. mathematics teacher.
is it also okay to increase the function until its solution is a double-root since it for both all f(x) > 0? for instance switch it to x^2 - 2x + (-(-2)/2(1)) = x^2 - 2x +1?
It is explained and justified in the discusion of the absolute vale the selection for the expressions to the corresponding integral. No corrections are needed.
![Why you didn't learn tetration in school[Tetration]](/img/1.gif)
Never paid this much attention to a teacher like this before
Lmaooo
Brazil, dude. None beats to Brazil.
She's not brazilian lil bro @@ultracreador
Graceful teacher. Being left-handed adds to the charm.
That video is simple ,clear,understanding thank you so much
well done. that function has nice curves
Beautiful and smart Tutor!.. Thanks for this ❤
Muy buena y didáctica clase, mi hija y mi persona estamos muy agradecidos. Bendiciones y éxitos Licenciada.❤
Hello dear professor
Your lessons are really interesting and crucial,i do appreciate your job,i wish you peace and happiness under the sky of prosperity,all the best.
Take care and have a good time.
Por favor solo quiero ver a la profesora, lo demas ya lo sabía 😍😍😍
Who's here in 2024? The explanation was Great👏👏👏. I needed to refresh my memory about absolute values when doing Calculus.
I wish I had had this teacher at my school
Amazingly attractive teacher .Love from India .Friends
Your beauty and grace are more beautiful than the explanation of the lesson
Nice explanation 👏👏👏
Good 👍
Thank you so much it was super helpful!!
It's nice to listen to such a beautiful woman's math lecture
Perfecto una explicación muy amena y encantadora
I love your integrals ❤
Beauty , brain and body of-course … learned a lot today …madam ..
Very helpful, thanks 👍
In this case teacher we use a derivation in the second coefficient. for to get the same operation in 1/2 positive, and 1/2 negative. so is very interesting the operation and the analisist in this case. in the absolute value how is different as a normal integral equation. thank you very much teacher excellente in resolution of this integral. Rgs Mr. Ulises Pacheco Sánchez. mathematics teacher.
العراق احسن من يشرح
الاستاذ حيدر وليد
Men of culture should celebrate this
Gracias. Necesité el ayudo
Left hand written super
Wow thanks was so helpful
What a breakdown!
You are "absolutely" beautiful!
thank you very much!!
perfect❤❤❤
What do you mean "opposite of a number"?
0:44
is it also okay to increase the function until its solution is a double-root since it for both all f(x) > 0? for instance switch it to x^2 - 2x + (-(-2)/2(1)) = x^2 - 2x +1?
If you could teach always face to face of camera, it would be more efficient 😊❤
For x equals zero if the absolute value is negative as a whole would be a better break even for the positives also.
Thank you for the video.
👍
& what about Differentiation which started in my Body after watching your Integration Video 😅😅😅😅
Exactly
What I m thinking r u thinking so
Padai karoo beta 😅🍊
Please respect teachers and focus on the learning
@@dishajha815 he was talking about integrals... what were you thinking about saint disha?
😂😂😂😂
Thanks❤
Thanks 😊
Viva Puerto Rico! Nice video btw
She gives the impression that she almost knows what she's doing.
Uuuuummmm ricura de profesora 😊🤩😘🥰
Thanks mam
tenkyou
The board could not be seen the numbers are blurred
شرح واضح و مفهوم . شكرا
I am history student but here now to see math not learn
You're so beautiful 💚
I wish you were my teacher. I would have acted my maths
Integrate + f(x) betweenl limit 0 to 1/2.but u choose inversely.
From 0 to 1/2 the absolute corresponds to -(x^2-2x). This is explained before determining the integral.
Thankyu
Uh ma'am, x^2 must be 2x^(2-1) right?
[x^n = nx^(n-1)]
And 2x derivative must be also 2
[cx = c]
For derivative that is correct, but in this exercise we apply the properties of antiderivative...
Is this lady this sister of Fez from That 70's Show
Kanakku teacher ah avanga?
Claire are u still there?
fonzie!
سادس اعدادي
Good, Good,00000000 , Good
How are you not married?
heeey, how do this beutiful girl could know higher mathematics 😃
Limit choice is wrong. For -(x^2-2x) will be -1/2 to 0. Pls correct it.
It is explained and justified in the discusion of the absolute vale the selection for the expressions to the corresponding integral. No corrections are needed.
Kyu suggest Kiya be
mami
tenes que arreglarte tu pelo 🤔
Math class or?