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If f is monotonic on [a,b] then f ∈ R[a,b] | Prove that every monotonic function is Riemann integral
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if f is monotonic on [a,b] then f is integrable
if f is monotonic function then f is Riemann integrable in[ab]
if f is Monotonic on [a,b] then f is Riemann integrable on [a,b]
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