Question

log(ln(ex))=2... is the answer x=e^99??

Answer 1

is it Log(Ln(e^x)) =2
so no.. this is not the answer

Answer 2

how do you simplify Ln(e^x) ?

Answer 3

so do you know what is the base of ln ?

Answer 4

ln is logarithm natural ,yes ?

Answer 5

corage ,what is the base of ln ?

Answer 6

courage

wann being there ,sorry

Answer 7

so if the base of logarithm naturale is e so than lne = ?

can you answer this ?

Answer 8

it's not log(ln(e^x))=2 @Coolsector :D
lne= 1 right?

Answer 9

yes lne = 1

Answer 10

and ln(e^x) = .. ?

Answer 11

and can you please make the question more clear ? i dont really understand what is the question if it is not what i wrote

Answer 12

it's not e^x :D it's really like that :) log(ln(ex))=2 if you want \[\log(\log_{e} (ex))=2\]

Answer 13

ok so
log(ln(e) + ln(x)) = 2
log(1+ln(x)) = 2
1 + ln(x) = 100
ln(x) = 99
x = e^99
and you were right at the first place

Answer 14

so sorry for that :)

Answer 15

yay thanks! i just needed to double check:D

Answer 16

log(loge(ex))=2
(loge(ex) = 100
ex = e ^ 100
x = e ^ (100- 1)
x = e ^99