1) Calculate Riemann sum for f(x) = sinx where 0 < x < by dividing into 3 subintervals and choosing left end points as a

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1 Calculate Riemann Sum For F X Sinx Where 0 X By Dividing Into 3 Subintervals And Choosing Left End Points As A 1 (32.75 KiB) Viewed 67 times

1) Calculate Riemann sum for f(x) = sinx where 0 < x < by dividing into 3 subintervals and choosing left end points as a sample points (that is L3). A) (sin+sin+sin) B) (sin0+ sin+sin) C)(sin+sin+sin) D) (sino + sin+sin 7) E) (sino + sin+sin() 2) Calculate Riemann sum for f(x) = sin (2x) where 0<x<by dividing into 3 subintervals and choosing left end points as a sample points (that is R3). A) (sin+sin+sin) B) (sino+sin+sin) C)(sin-cos+ sinn) TL D) (cos0+ cos+ cosπ) E) (sin+sin+sinn)