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Lecture

5.2 Integration & Anti-derivatives Definite Integrals Question #2 (Easy)

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Department
Mathematics
Course
MAT136H1
Professor
All Professors
Semester
Winter

Description
5.2 Integration & Anti-derivatives Definite Integrals Question #2 (Easy): Expressing the Limit as the Definite Integral Strategy By the definition of the definite integral, the limit expression is set equal to the definite integral [ ] ( ) ∑ over the interval ∫ ( ) , where and and is integrable on[ ]. Therefore, direct correlation between the limit and definite integral is established: 1) Definite integral means the interval [ ]is fixed. Definite integral describes this ∫s ( ) . 2) from the limit becomes in the integral since . 3) ( ) ( ) ( ) ̅ in the limit becomes general f
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