Use the numeric integration feature on your calculator to find the integral.
-$\int_{1}^{6} t \ln (t) d t$
A) 23.50167
B) None of the above is correct.
C) 0.50167
D) 2.350167

Name: Use the numeric integration feature on your calculator to find the integral. -$\int_{1}^{6} t \ln (t) d t$ A) 23.50167 B) None of the above is correct. C) 0.50167 D) 2.350167
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Question

Quizplus · Accepted Answer

The integral $\int_{1}^{6} t \ln (t) dt$ can be evaluated using numeric integration on a calculator, which yields approximately 23.50167.

Use the Numeric Integration Feature on Your Calculator to Find ∫16tln⁡(t)dt\int_{1}^{6} t \ln (t) d t∫16​tln(t)dt

Use the Numeric Integration Feature on Your Calculator to Find $\int_{1}^{6} t \ln (t) d t$