Please answer all parts of question 2 a b c d

Qno.2 a) Calculate the limits of the surps (comparted in P2) Is Riemann integrable over [0]? | If so, what is value of that integral? CCS n-> 00 u Qno.2 b) Let f be wie Dirichlet punetton on [0, 1] Let P be any partition of 10,1 Show new tags may be chosen st. is Tue Cowespondreis Riemann sum equals o and concesponding Pismann sum equals 1. Conclude that St St does not exist. ii) the ano.2 c/? f g ER [a, b] and if fox) = gex) except for a finite number of pt. in [a, b], prove fe ER [a,b] and that a b 3 on Qno. 2 d) Fow 703) = 1+% I= [0, 2] Let P be a uniform Partition if I with N=4 Then compute lacu of quantities, upll, olf;P). EltPl. S({P), where for Riemann Sum are Tue midpt of subintervals compare these numbes witte The The tag Points me Qno.2 a) Calculate the limits of the surps (comparted in P2) Is Riemann integrable over [0]? | If so, what is value of that integral? CCS n-> 00 u Qno.2 b) Let f be wie Dirichlet punetton on [0, 1] Let P be any partition of 10,1 Show new tags may be chosen st. is Tue Cowespondreis Riemann sum equals o and concesponding Pismann sum equals 1. Conclude that St St does not exist. ii) the ano.2 c/? f g ER [a, b] and if fox) = gex) except for a finite number of pt. in [a, b], prove fe ER [a,b] and that a b 3 on Qno. 2 d) Fow 703) = 1+% I= [0, 2] Let P be a uniform Partition if I with N=4 Then compute lacu of quantities, upll, olf;P). EltPl. S({P), where for Riemann Sum are Tue midpt of subintervals compare these numbes witte The The tag Points me