Asked by Rachel
Find the exact solution and estimated solution to the equation using natural logarithms. If there is no solution, enter DNE in all capital letters. If there is just one solution, enter DNE in all capital letters in one of the answer boxes. Round the estimated answer to three decimal places.
e^2x−2e^x−24=0
Exact Solution: x= ln(6), DNE correct
but for
estimation I got x=1.79175....and I don't know what to put in the second box
e^2x−2e^x−24=0
Exact Solution: x= ln(6), DNE correct
but for
estimation I got x=1.79175....and I don't know what to put in the second box
Answers
Answered by
oobleck
e^2x−2e^x−24=0
(e^x - 6)(x^x + 4)
so, yes, ln6 is the exact solution
2nd box must still be DNE
(e^x - 6)(x^x + 4)
so, yes, ln6 is the exact solution
2nd box must still be DNE
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.