Question

solve

Answer 1

Solve what lol

Answer 2

he's not done yet putting the problem i guess

Answer 3

I know lol ;D

Answer 4

You got this @Lynncake

Answer 5

lol, i thought you;re here too @MyCharms

Answer 6

Yea.. lol

Answer 7

\[x=(2+\sqrt{3})^3\]Your first step is to make this into \[x^3\]

Answer 8

there I gave you best response LOL

Answer 9

Bye ;D

Answer 10

lol @MyCharms

Answer 11

Haha ok

Answer 12

I did respond @msingh

Answer 13

i m not talking abt u

Answer 14

ohhh ok, so did you make x to be x^3?

Answer 15

i think if i make x^3..it would beget lengthy
what i think satatement is wrong

Answer 16

Or you could expand \[(2+\sqrt{3})^3\]a bit tedious

Answer 17

hmmm

Answer 18

here: \[x=(2+\sqrt{3})^3\]\[x^3=((2+\sqrt{3})^3)^3\]\[x^3=(2+\sqrt{3})^9\]

Answer 19

get that @msingh Now ready for the second one?

Answer 20

yes

Answer 21

We now know that \[x^3=(2+\sqrt{3})^9\]Since we are finding \[x^3+\frac{ 1 }{ x^3 }\]We have to find \[\frac{ 1 }{ x^3 }\]which is just the reciprocal of x^3. Now \[x^3=(2+\sqrt{3})^9 \rightarrow \frac{ 1 }{ x^3 }=\frac{ 1 }{ (2+\sqrt{3})^9 }\]You can now combine those two in order to get what you are finding. Get it @msingh ?

Answer 22

yes
@Lynncake
thank u

Answer 23

you're welcome :)