You did a great job of explaining this. I am in calc 2 and never had a good understanding of this concept until now. It doesn't hurt to have a beautiful teacher either ;)
Thank so much for posting this video. All the other videos' that I have looked at have been terrible at explaining it in a monotonous tone. You have this excitement about you that makes me actually want to push myself further in my calculus education.
thank you very much,i find it very helpful,helped me a lot solving the odd function and even function integral.looking forward to see some more good explanation from you. :) Thank you.................
thank you so so much, exam is coming, i just stuck with some question (less of explanation in the lecture note), and your video have me learn it quickly.
I am so happy that you explained it very well and it feels like this is just an elementary math. *clap*clap* too sad...my next term will be higher calculus or (i dont know or higher mathematical economics) so i will leave you very soon :(((. you made my term very great and easy to the point that i dong listen to my prof anymore cuz i was thinking of these great sources. I hope I can hug you in person. PS may course in Economics and Finance. Thank you :( and Lots of love. Love from Philippines :)
Gream Miss ..!! odd even testing understood btw sin-x can also be understood by unit circle as -x would alway be in clockwise and ass from 1st quad it leads to 4th quad where acc to AllSTC rule sine funcion is negative.......... THanks Miss
I did, but it did not show me the step by step solution. I believe I have to purchase the software in order to get the step by step feature. Can you solve this problem for me and send me the solution to my email?
Although it appears to be zero but it is actually not, bcox the area under a graph can not be zero, there arise no question to cancel the two areas enclosed on the two parts of yhe quadrents
I get why this would be a useful trick, but how do you know that the function is symmetrical? I can see that the numerator, the sin function would give a symmetrical curve, but how do you know that the denominator doesn't distort it? I'd be too scared to use this trick because I'd be thinking that the denominator was going to distort the curve meaning that what was on the right side, did not match the left.
Mazin Nasralla If you replace x with -x everywhere in the function and after simplifying the result is the original function, multiplied by -1, then the function is odd. So you just have to check the function first.
Do you have a video on even-odd identities of trig functions? I hate memorizing formulas I like to know stuffs where they come from. I love your videos btw, great help in me studying in advance of integral calc .:)
You're welcome! Glad you liked it!
Was solving Fourier series, and stopped here to revise my basics!
One stop for calculus doubts!
Thnx a million!!
Aww, thanks Nikhil! :D
I'm glad I could help!
You did a great job of explaining this. I am in calc 2 and never had a good understanding of this concept until now. It doesn't hurt to have a beautiful teacher either ;)
Thank so much for posting this video. All the other videos' that I have looked at have been terrible at explaining it in a monotonous tone. You have this excitement about you that makes me actually want to push myself further in my calculus education.
I'm so honored! :) Math might not always be fun, but if I can be excited enough about it to get you excited, that's a win!
you can just register for free and it'll let you see three step-by-step solutions per day. :)
You explain it so well. Thank you!
You're welcome! :)
Aw thanks!
Helpful for basic of odd/even fn intregation.
You're really good! You made it so much simple to understand. :) Thanks!
Thank you so much! I am new to your channel, and I am loving your videos and teaching style.
Btw, do you have a video for Riemann Sum for infinity?
thank you very much,i find it very helpful,helped me a lot solving the odd function and even function integral.looking forward to see some more good explanation from you. :)
Thank you.................
you're welcome!!
thank you so so much, exam is coming, i just stuck with some question (less of explanation in the lecture note), and your video have me learn it quickly.
+Calvin Awesome! I'm so glad I could help!
I will do that. Thanks for your help!
You're a great teacher.
Fantastic explanation, thank you very much :)
+Saurav golfer You're welcome, I'm glad you liked it!
Thanks mam u teaching very well . Best teacher award goes to mam krista . But u r nice
you helped me score extra-credit on a problem in an exam, that I had trouble with before. Thanks! :)
The best explanation for this concept.Thanks for graphing it and showing the areas, now it makes sense :)
Awesome! I'm so glad it helped!! :D
Mam I love u & ur explanation coz it gave me a big relief. ❤
ruclips.net/video/fRyUf-GY754/видео.html 💐.
Great explanation
ruclips.net/video/fRyUf-GY754/видео.html .💐
You are absolutely fantastic :D !!!
Thanks have a Calculus exam coming up soon on Integrals. You're awesome! :D
What happened to you? You graduated already?
Holy moly I love you, you're the greatest
I am so happy that you explained it very well and it feels like this is just an elementary math. *clap*clap* too sad...my next term will be higher calculus or (i dont know or higher mathematical economics) so i will leave you very soon :(((. you made my term very great and easy to the point that i dong listen to my prof anymore cuz i was thinking of these great sources. I hope I can hug you in person. PS may course in Economics and Finance. Thank you :( and Lots of love. Love from Philippines :)
Woww beautifully explained 👏👏👏
Thanks a lot, Naaz! 😊
Just learned Fourier Transform in Quantum physics, great refresher video!! Thanks
You're welcome, Gustavo! :)
Great video, you're great at explaining. A lot better than my school books :) THANKS!!
You're welcome, I'm glad it helped!!
I use sketchbook combined with screenflow, but any drawing and screencasting software should work.
Hello, can you please make a video showing how to solve the following problem: definite integral (1, x) t^2\t^2 +1 dx ??????? Please help!
Gream Miss ..!!
odd even testing understood
btw sin-x can also be understood by unit circle as -x would alway be in clockwise and ass from 1st quad it leads to 4th quad where acc to AllSTC rule sine funcion is negative..........
THanks Miss
You explain things much easier.
LOVE! thanks a lot
Thanks!! :)
What program are you using to make this video?
thank you so much
+Carolina Rivera you're welcome!
This is cool, could you please let me know which application do you use for blackboard writing? Thanks
Hey, Zulfi! I use Sketchbook. :)
thank you so much!! :D
Thank you so much! What if our limits, are say 0 to a, what happens in that case?
Keep making more videos like this one. :) you're doing a good job and you look beautiful!!
Aww you're so sweet Reyn! Thank you so much for the comment. I'm glad I've been able to help along the way! :)
Really helpful for me Teacher...love from INDIA
Thank you so much, Amar, I'm so glad it helped!! :D
This really helped me Thanks :D
Thanks for letting me know! :)
thank you very much, i'm so glad!! :D
Thanks QUEEEEEN💖🌸💖👏
Very cool.
Fantastic example of an odd function integration! 😊
Thank you so much! 🤓
Thank you very much helps me a lot, and the way you say "Hi everyone!!" is so cute
+Monkey D. Luffy I'm so glad it helped!
I did, but it did not show me the step by step solution. I believe I have to purchase the software in order to get the step by step feature. Can you solve this problem for me and send me the solution to my email?
Glad you liked it! :)
Although it appears to be zero but it is actually not, bcox the area under a graph can not be zero, there arise no question to cancel the two areas enclosed on the two parts of yhe quadrents
awww thank you!! :D
Bhut accha (very nice)
ugh yes this makes so much sense ..thank you
You're welcome, I'm so glad it helped!
is 1/root x is an odd or even function??
It's neither. :)
does this work for negative and positive infinity?
not necessarily, search for improper integrals to see how to deal with infinity.
Thank U
I get why this would be a useful trick, but how do you know that the function is symmetrical? I can see that the numerator, the sin function would give a symmetrical curve, but how do you know that the denominator doesn't distort it? I'd be too scared to use this trick because I'd be thinking that the denominator was going to distort the curve meaning that what was on the right side, did not match the left.
Mazin Nasralla If you replace x with -x everywhere in the function and after simplifying the result is the original function, multiplied by -1, then the function is odd. So you just have to check the function first.
theres a special place in heaven for you
You are genius
Do you have a video on even-odd identities of trig functions? I hate memorizing formulas I like to know stuffs where they come from. I love your videos btw, great help in me studying in advance of integral calc .:)
I don't have a video on that yet, sorry about that! I definitely need to make one.
thank ma'am I wish you would do definite log function
FIRST! Nice explanation by the way!
Thank you......... 😁😁😁😁😁😁
You're welcome, Pritam! :D
what if this function was positive the same question how we would solve it ?
Are you sure the "area" of odd functions is 0?, or it is his "integral", because there is area in the graph. it would be nonsense if it is 0 the area.
The integral of an odd function over the interval [-a,a] will always be equal to 0. Remember that the value of the integral IS the area.
Good luck on your upcoming exam! :)
what if your not given the actual function and need to prove it?
Ur awesome!
Aw thanks! :D
Krista can you please say hi Lamin.. You helped a lot with your vedios. Long may you live...
Hi, Lamin! I'm so glad to know that the videos have been helping you! :)
thanks babe
ruclips.net/video/fRyUf-GY754/видео.html .💐
yay extra credit! :)
Getting clean handwriting on computer blackboard programs is so hard, you should make a tutorial or something.
don't*...course is*
This lady has such a soft voice. Great video though.
Great teeth!
hey! if you plug this into wolframalpha(dot)com, it'll likely give you the step by step solution. :)
2nd nice necklace
trying to understand this from a text book, not going to happen.
You are so gargious . Nice I love u .kis u
:D
I wished you would've finished it :/
Thanks!! :)
:D