13. Using the definition of a definite integral (a limit of a Riemann sum), prove that if $* $(a) de and [°96) der both exist, then $ $(2) +9() dx = [ 5(x) dx + [°9(x) dx

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13. Using the definition of a definite integral (a limit of a Riemann sum), prove that if $* $(a) de and [°96) der both exist, then $ $(2) +9() dx = [ 5(x) dx + [°9(x) dx

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