Gıda Mühendisliği Calculus I ders notudur. Calculus 1 dersi 3. kısım ders notudur. Given a region R in cartesian plane, we can find its area in two ways. Writing it as a definite integral wrt x or wrt y variable.Calculus 1 (MATH151) ders notu içeriği: antiderivatives indefinite integrals examples definite integral finite sum and sigma notation partition of an intervon into n-equal width riemann sum geometric meaning of riemann sum rules satisfied by definite integralsfundamental theorems of ... Devamını Oku

Gıda Mühendisliği Calculus I ders notudur. Calculus 1 dersi 3. kısım ders notudur. If f''(x)>0 an (a,b) then f is concave up an (a,b) If f''(x)<0 an (a,b) then f is concave down an (a,b) a point of domain of f is colled in flectien point if concavity changes.Calculus 1 (MATH151) ders notu içeriği: asymptotes of graphs oblique asymptote the derivative as a functions derivative of same basic functions derivative rules derivative at a point second and hiher-order derivative application of ... Devamını Oku

Gıda Mühendisliği Calculus I ders notudur. Calculus 1 dersi 1. kısım ders notudur. We say that the limit of y=f(x) as x approaches a is L if f(x) must be getting closer and loser to L when x is getting closer and closer to a and write this a lim f(x)=L.Calculus 1 (MATH151) ders notu içeriği: preview for calculus solving equations solve the followings solving inequalities absolute value inequaties functions lanquage and notations of functions graph graphs of some basic functions constant ... Devamını Oku