question in jpg
Hello, Mr_Green!
I agree with Plato . . .
If $\displaystyle x \;=\;\sum^6_{i=2}\ln(3i-2)$
What is the value of $\displaystyle e^x$ ?
We have: .$\displaystyle x \;=\;\ln(4) + \ln(7)+\ln(10)+\ln(13)+\ln(16) \:=\:\ln\left(4\!\cdot\!7\!\cdot\!10\!\cdot\!13\!\ cdot\!16\right) \:=\;\ln(58,240)$
Therefore: .$\displaystyle e^x\;=\;e^{\ln58,240} \;=\;58,240$