Question

sos

Answer 1

What you need

Answer 2

what is ur question

Answer 3

\[\sqrt{6}(\sqrt{3}+5\sqrt{2}\]

Answer 4

\[\sqrt{18} + 5\sqrt{2}\]
\[\sqrt{18} + \sqrt{50}\]

Answer 5

\[A. 3\sqrt{3} + 15\sqrt{2}\]
\[B. 3\sqrt{2}+5\sqrt{12}\]
\[C. 3\sqrt{2}+10\sqrt{3}\]

Answer 6

oh that will be B

\[{\sqrt{18}} + \sqrt{50}\]
\[\sqrt{9 \times2} + \sqrt{25 \times2}\]

\[3\sqrt{2}+5\sqrt{2}\]

Answer 7

did u make a typing error on B?

Answer 8

No i did not

Answer 9

so you multiply it out and you get:
\[\sqrt6 *\sqrt 3+ \sqrt6*5\sqrt2\]

which becomes:

\[\sqrt18+5\sqrt12\]

which is also equal to:

\[\sqrt{9*2} +5 \sqrt{3*4}\]
you know that \[\sqrt9 = 3, and \sqrt4=2\]

so your expression simplifies to:

\[3\sqrt2 +10 \sqrt3\]

so the answer is C..
got it?

Answer 10

my mistake

Answer 11

the answer is still B

Answer 12

correct, C or B works. However, I think it depends on the question. Maybe C is the most simplified form of the expression.?

Answer 13

Ok..

Answer 14

YEAH true C is the most correct .take C

Answer 15

Ok