- 2a Let A R Be Open And Let F A R Be C Let A B A And Suppose The Rectangle R A A H X B B K Ca S 1 (46.28 KiB) Viewed 16 times
(2a) Let A € R² be open and let f : A → R be C². Let (a, b) = A and suppose the rectangle R = [a, a +h] x [b, b+k] CA. S
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(2a) Let A € R² be open and let f : A → R be C². Let (a, b) = A and suppose the rectangle R = [a, a +h] x [b, b+k] CA. S
(2a) Let A € R² be open and let f : A → R be C². Let (a, b) = A and suppose the rectangle R = [a, a +h] x [b, b+k] CA. Show that there exist p, q ER s.t.: f(a,b)-f(a,b+k)−f(a+h, b) + f(a+h,b+k)= ⸸ ƒ (p)hk f(a, b)-f(a,b+k)−f(a+h,b) + f(a+h,b+k)=əya,ƒ (q)hk