Trapezoidal Rule: Derivation

[@Taiseerghulam2011]

i just lv u (^_*)

[@yifeizhu4506]

This is by far the clearest explanation I can find on KZbin Thank you!

[@numericalmethodsguy]

Thank you. To get even more help, subscribe to the numericalmethodsguy channel kzbin.info, and go to MathForCollege.com/nm and MathForCollege.com/ma for more resources. Follow the numerical methods blog at AutarKaw.org. You can also take a free massive open online course (MOOC) at canvas.instructure.com/enroll/KYGTJR Share these links with your friends through social media and email.

[@Check0Point]

That was perfectly explained,I never had that explanation in this Method and i wasn't able to do it in ma Internal exam WISH ME THE LUCK FOR THE EXTERNAL THANKING YOU MUCH

[@mbaye501]

this is so helpful thank you sir. (from Senegal)

[@guddubaba906]

very very great teacher

[@raginibhayana8305]

sir, are there any projects we can build on numerical methods.

[@numericalmethodsguy]

Ya, there are many. Just doing the problem of a parachutist falling down is a good one.

[@MalikMalik-fm2id]

Thanks it is really helpful.....

[@CrispyCyclicCenk]

i'll say hey : thank you very much ,

[@ahmadyusuf2966]

Hi,may i know is this method similar to rectangular rule?

[@numericalmethodsguy]

No, this is not rectangular method. The shape is that of a trapezoid. You may be referring to Reimann Sum Method.

[@ahmadyusuf2966]

@@numericalmethodsguy Thank you for the clarification.

[@peteroludareoladejo5792]

Sir why did you use u substitution to integrate x -a

[@numericalmethodsguy]

I do not understand the question. Integral of (x-a) is (x-a)^2/2+C.

[@peteroludareoladejo5792]

I'm asking why you didn't integrate it one by one Like x^2/2 - ax

[@numericalmethodsguy]

@@peteroludareoladejo5792 It will give you the same value once you put the limits.

[@peteroludareoladejo5792]

Thank you very much sir Now I understand

[@balvansingh7570]

nice video sir g

[@numericalmethodsguy]

Thank you. To get even more help, go to MathForCollege.com/nm and MathForCollege.com/ma for more resources and share the link with your friends. Follow my numerical methods blog at AutarKaw.org. You can also take a free online course at www.canvas.net/?query=numerical%20methods

[@VinothKumar-qo7ry]

Tanks sir

[@numericalmethodsguy]

@Check0Point Good luck!

[@akshay.s]

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