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Worked problem in calculus. The area between the curves g(x) = x^ - 3x + 2 and f(x) = 2-x is found by integrating both along the x and y axes.
MathDoctorBob • 975 views
Thanks a lot sir, I had hard time figuring out why we use the same formula to find the areas between 2 curves which partly lie above the x axis and partly below it, however the explanation you gave was amazing .
Learn the Euler's method of solving a first order ordinary differential equation via an example. Click on the links in the video to see how Euler'...
numericalmethodsguy • 129,216 views
Learn the Romberg integration method.
http://numericalmethods.eng...
numericalmethodsguy • 7,226 views
Very nice,Thank you very much sir. Sir, could you just explain me one thing that what are A1,A2,A3,... I didn't understand that part very much
Thanks a lot sir, I had hard time figuring out why we use the same formula to find the areas between 2 curves which partly lie above the x axis and partly below it, however the explanation you gave was amazing .