In integration to deal with areas affecting volume of air passage, density and pressure.Must establish an outline graph characterizing flows of air, over any, some aero-frame and how this in the read-out corresponds to varied outflows as expressed on still paper, and or electronic graphics as an active flow scenario."I always come back to here, she's so popular". Thanks for the refresher Krista.
+Prathamesh Mestry It's called Sketchbook. If you want more information, check out the page I made about how I make my videos. blog.calculusexpert.com/learn/how-i-create-my-videos
what if n is not given in the question like this example and how we can use riemann sums : Use Area under the curve definition with Xk as the right end-point of each sub-interval , to find area under the curve of f(x)= 4- (x^2)/4 Over the interval (0,3) thanks
Is there a way to calculate Riemann Sum across a large interval with a large n... since it would be extremely impractical to calculate each interval by hand (like done in the video).
hi .... I found your videos very useful... I need help on asymptotic solution of nonlinear non homogeneous second order differential equations.... please shear some video....
CalculusExpert.com you're very welcome! I need to start brushing up on my math before fall begins. I found excellent videos and channels such as you. :)
There is a special place in heaven for people like you!!
Thank you so much.
FINALLY I FOUND A GOOD EXPLANATION ON ENDPOINTS. All the answers I found just used simple examples, even my professors.
I couldn't be more thankful! You cleared this blurry cloud I had on Riemann sums..
Awesome! I'm glad it could help.
wow this is so soothing and clear
Glad you enjoyed it! :)
In integration to deal with areas affecting volume of air passage, density and pressure.Must establish an outline graph characterizing flows of air, over any, some aero-frame and how this in the read-out corresponds to varied outflows as expressed on still paper, and or electronic graphics as an active flow scenario."I always come back to here, she's so popular". Thanks for the refresher Krista.
Krista, your videos are so good. They have been saving my a** during this lockdown.
I'm so glad I've been able to help, I know things are crazy for everybody right now!
THIS IS SO CLEAR AND WELL DONE. THANK YOU SO MUCH
Thank you so much, Grey, I'm so glad you liked it! :)
Thank you so much, this was very helpful!
You're very welcome, Emma, so glad it helped!
THANK YOU SO MUCH. Your videos helped me understand the concept really clearly.
You're so welcome! I'm glad the videos are helping. :)
Thank you once again for all your Calculus videos, they helped me everytime...thank you🙏😊
+Prathamesh Mestry You're welcome, I'm so glad they're helping!
+CalculusExpert.com Can u plz tell what software do u use to write
+Prathamesh Mestry It's called Sketchbook. If you want more information, check out the page I made about how I make my videos. blog.calculusexpert.com/learn/how-i-create-my-videos
+CalculusExpert.com Thank you, blog was helpful😊🙏
www.kristakingmath.com/blog/how-i-create-my-videos it has now changed
Awesome as always. Thank you.
+Ronnie Sokha You're welcome! :D
what if n is not given in the question like this example and how we can use riemann sums :
Use Area under the curve definition with Xk as the right end-point of each sub-interval , to find area under the curve of f(x)= 4- (x^2)/4 Over the interval (0,3)
thanks
You can pick your own n. I would either use 0,1,2,3 as the divisions between the rectangles, or break them at the halves, like 0,1/2,1,3/2,2,5/2,3.
Krista King Thanks
Is there a way to calculate Riemann Sum across a large interval with a large n... since it would be extremely impractical to calculate each interval by hand (like done in the video).
You can do it with a computer, but not by hand, for the reason you mentioned. But that's why we try to use integrals instead of Riemann sums! :)
hi .... I found your videos very useful... I need help on asymptotic solution of nonlinear non homogeneous second order differential equations.... please shear some video....
thanks so much!
You're welcome, Donnie! :D
This was so great thank youu!!
You're welcome! Glad it could help.
Like really you are amazing❤❤👍
Thanks for this nice video , you did a great job , could you please tell me about the software you have use it in this video .
love your voice
Take my heart, please!
Awesome :) If i pass calculus 101 i should buy something for you :D
+Mestan Abdulxaliqli I hope you pass, I'm just happy to help!
What if you are not told what n is?
Bearded Dragon Owners then you choose considering that as n increases the approximation is more accurate and considering b-a/n
This answer is incredibly late, but you would find the limit of the sum (written as summation) as n goes to infinity. Basically integrals
Krista, your 2 is a brother to z.
Incoming viewers as highschoolers begin to prep for the AP calc exams
Subscribeeeeeddd thanks for your videos
+This is my favorite part time job and I hate it You're welcome, thank you so much!
CalculusExpert.com you're very welcome! I need to start brushing up on my math before fall begins. I found excellent videos and channels such as you. :)
first one^^
Do u have a boyfriend lol you are genius 😂