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Determine intervals on which the function is decreasing: f(x) = e^6x - e^11x I have derivative: 6e^6x - 11e^11x
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let it =0 solve for x consider f'(x) respect to that x. Where f' (x) <0, f(x) decreases
So x = -(ln11/6) / 5 ?
Yes, just making a small switch, and bringing back in the inequality (which should have stayed throughout), you have: x > (1/5) ln (6/11)
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