Question

simplify the following radical. ...

Answer 1

\[\sqrt{18x ^{13}}\]

Answer 2

hint : 18 = 2*9
\(x^{13}=x.x^{12}\)

Answer 3

\[3^{x6\sqrt{2x }}\]

Answer 4

is the answer...

Answer 5

if you meant \(3x^6\sqrt{2x}\)
then its correct.

Answer 6

u know how ?

Answer 7

nope.. lol. not at all actually

Answer 8

thats what i meant... :)

Answer 9

u know that \(\sqrt a^2=a \)
?

Answer 10

so whatever a squared is, would still just be the base?

Answer 11

\[\sqrt{12^{2}} would =12?\]

Answer 12

im horrible at this.. lol. sorry

Answer 13

\(\large \sqrt{18x ^{13}} = \sqrt{(2*3^2)(x^1.x^{12})}\)
did u get that ^ ?

Answer 14

ok.. step by step... (2x3)= \[6^{2}\] ?

Answer 15

\(\large 18=2*9=2*3^2\)
ok ?

Answer 16

ooohh, ok, got it...