MATH 103 Lecture Notes - Lecture 1: Integral
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Succeed in this course build a deep understanding ( ab - te to aptly concepts build an intuition on the concepts & computations practice . go to office hours for clarification ask why ? when solving questions. C aka is there an operator such that it is lddx) " Theorem of calculus fcb ) - f ca ) Recall basic areas and volumes of objects leg . cone turbo id area itrz g) use dissection method , start a regular n - goner into n - pieces inane r r r an. : diff btw hexagon and area ) of interns a circle. W of o is divided circle into et area of o a mi. As n - soo area of n . goner. O as n as can use area of n - g ons to approx. What about approx a rectangle t " " what is the area here x a b n equal parts.
