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If f is continuous on[a,b]and α is monotonic,prove that f is riemann integrable w.r.t α on[a,b] #hpu
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If f is continuous on [a,b] and α is monitonic, prove that f is riemann integrable with respect to
α on [a,b]
other important questions of m101 for September 2022
1) FIxed point theorem or banch contraction principle
2) Able's test for uniform convergence
3) Rs-integral
mn-test
4) f is continuous on[a,b]and α is monotonic,prove that f is riemann integrable w.r.t α on[a,b]
5) L(P,f,α) ≤ L(P*,f,α) or U(P*,f,α) ≤ U(P,f,α) #
6) Give an example of a function f and intergrator α such that f is riemann -stielges integral
10)MN - test
#realanalysis-1
#hpu
#hpuimportantquestions
#hpum101importantquestions
α on [a,b]
other important questions of m101 for September 2022
1) FIxed point theorem or banch contraction principle
2) Able's test for uniform convergence
3) Rs-integral
mn-test
4) f is continuous on[a,b]and α is monotonic,prove that f is riemann integrable w.r.t α on[a,b]
5) L(P,f,α) ≤ L(P*,f,α) or U(P*,f,α) ≤ U(P,f,α) #
6) Give an example of a function f and intergrator α such that f is riemann -stielges integral
10)MN - test
#realanalysis-1
#hpu
#hpuimportantquestions
#hpum101importantquestions
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