In measure theory, the Lebesgue integral is: a) A generalization of the Riemann integral for more complex functions and domains. b) The same as the Riemann integral. c) Used only for continuous functions. d) Applicable only to discrete sets.

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In measure theory, the Lebesgue integral is:
a) A generalization of the Riemann integral for more complex functions and domains.
b) The same as the Riemann integral.
c) Used only for continuous functions.
d) Applicable only to discrete sets.
Transcribed Image Text:In measure theory, the Lebesgue integral is: a) A generalization of the Riemann integral for more complex functions and domains. b) The same as the Riemann integral. c) Used only for continuous functions. d) Applicable only to discrete sets.
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