Question

Can the expression s sqrt(3) + sqrt(27s^5) + 9 sqrt(3s) be simplified into an expression with fewer terms? Explain and simplify, if possible.

Answer 1

\[\sqrt{3}+\sqrt{27s^5}+9\sqrt{3s}=\sqrt{3}+\sqrt{9(3)s^4s}+9\sqrt{3s}=\sqrt{3}+3s^2\sqrt{3s}+9\sqrt{3s}=\]

Answer 2

Thanks so much!! Your alot of help!!

Answer 3

\[\sqrt{3}+(3s^2+9)(\sqrt{3s})\]

Answer 4

yw

Answer 5

How did you get that answer? Just asking :)

Answer 6

Factor out the common factor sqrt3s

Answer 7

Oh okay thanks!

Answer 8

yw