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MATH 122L (23)
Lecture 3

MATH 122L Lecture 3: Riemann Sums
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Department
Mathematics
Course
MATH 122L
Professor
Sarah Schott
Semester
Fall

Description
emann fil ーーーーーーbatte-fal-Walik-- is-bas" ー△x3" fla tk2x) é-left hank sum ーーーーー.flath4x)ーーーーーーーーー! right hnnksums are exact for constants >tverestino he- decree Concave-len Enefiens , \cenCove fine Theorem-If f is a-fireh nunter) ime disConfirutis thn hern exist kiF一上一ù--inhnd-an-fa u, Hen fally: la, 6 where Ax.ha an -Santid ethm AxーーーーーーAtlas She n-ーーーーーー)(antD emann fil ーーーーーー batte - fal - Walik-- is - bas " ー △ x3 " fla tk2x ) é - left hank sum ーーーーー .flath4x ) ー ー ー ー ー ー ー ー ー ! right hnnksums are exact for constants > tverestino he- decree Concave - len Enefiens , \ cenCove fine Theorem - If f is a - fireh nunter ) ime
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