Question

"Find x > 3 such that

ln(x) < x^(0.1)"

Answer 1

can x be all real number?

Answer 2

it doesnt seem possible

Answer 3

I got 3.05

Answer 4

like this
\[\ln(x) < x^{0.1}\]
Welcome tu open study ! and try use your equation editor !

Answer 5

Am I right?

Answer 6

yaaaaaa

Answer 7

how did u figure that out?

Answer 8

IT didn't say that x had to be an integer...

Answer 9

true so u just used trial and error or a method?

Answer 10

I got X = 3.0597 also. I graphed ln(x) and x^.1 and then looked for the interesection which was (3.0597, 1.1183). Therefore, isn't 3.05 the answer?

Answer 11

yaaa i was just wondering lol its correct

Answer 12

Thank you

Answer 13

the answer shld really be \( 3<x \le 3.0597262 \)

Answer 14

whooopppps it should really be \( 3<x<3.0597262 \)

Answer 15

since from 3 till that point ln(x) is less than x^.01 It is an interval

Answer 16

this is an inequality ! probably ! the solution isn't just the intersection !

Answer 17

The guy has disappeared lol. Too bad

Answer 18

just me and you ! :)

Answer 19

I hope he reappears

Answer 20

YO I GOT IT WRONG

Answer 21

Well u left way tooo fast

Answer 22

a second later i corrected myself read the post

Answer 23

Well thanks I guess...

Answer 24

I am sorry :\

Answer 25

I really feel bad abt it

Answer 26

Naww, it's okay...

Answer 27

Like i was hoping u wld still be on I answered wayy to quickly and then i was like ohh I am wrong

Answer 28

I had to go to work...