Theorem:- if f is bounded function on [a,b],then L(f)≤U(f).i.e. lower R-integral cannot exceed upper

Theorem:- if f is bounded function on [a,b],then L(f)≤U(f). the lower R-integral cannot exceed upper R-integral.
Prove the theorem of upper and lower R-integral
Prove the theorem of upper and lower R-integral for Riemann theory of integration

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Karmali MS Mathematics Classes
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karmali ms mathematics classes
KarmaliMsMathematicsClasses
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1. Prove the theorem of upper and lower
R-integral for Riemann theory of
integration.

2.Prove the darbox theorem
Reimann integration
3. Riemann integrability of monotone and
continuous functions.


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