Question

Simplify the expressions below as much as possible.
Leave no negative numbers under radicals and no radicals in denominators.

Answer 1

\[\frac{ i \sqrt{54} }{ \sqrt{2} }\]

Answer 2

\[i \sqrt{27}\]

Answer 3

\[i \sqrt{25+2}\]

Answer 4

\[i \sqrt{5^{2}+2}\]

Answer 5

\[5i \sqrt{2}\]

Answer 6

correct?

Answer 7

by that logic, then u can pull out 2 also

Answer 8

how so

Answer 9

\(5i \sqrt{2}\)

\(5i \sqrt{1 + 1}\)

\(5i \sqrt{1^2 + 1}\)

\(5i * 1 \sqrt{ 1}\)

Answer 10

which is clearly WRONG !

Answer 11

what

Answer 12

i think answer is 3isqrt3

Answer 13

when you want to simplify : \(i \sqrt{27}\)
you need to write the thing inside radical as products of its factors

Answer 14

9 and 3 derp

Answer 15

:)

Answer 16

factors not addition

Answer 17

thanks

Answer 18

Yes ! products of factors
not addition of random numbers lol,

Answer 19

@sara12345 thanks @cutestpearl

Answer 20

np ;)

Answer 21

yw