use the limit definition to evaluate the integral of (e^x-3)dx upper limit is 3, lower limit 1.

use the limit definition to evaluate the integral of (e^x-3)dx upper limit is 3, lower limit 1.

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let x-3 =t
dx=dt
hence our integral becomes
\[\int\limits_{1}^{3}e ^{t}dt\]

the question is Evaluate using the limit definition, \[\int\limits_{1}^{3}(e^x-3)dx\]

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