Question

can someone please explain :
3+ sqrt(18) / 1 + sqrt (8)

Answer 1

3+ sqrt(18) / 1 + sqrt (8)Primarily, a sqrt simplification drill must begin with "sqrt" Any other syntax is not allowed. For example, expressions like sin^(-1)(sqrt(300)) are not accepted.

Supported are, for example:

Square roots of integers which are > 1 :
sqrt(1024)

Square roots of integers followed by variables (Which may be raised to a power):
sqrt(288x^3y^-5zq)

Square roots of variables (which may be raised to a power):
sqrt(zx4y5)

Answer 2

is this helpful?

Answer 3

√8 = √(4×2) = √4 × √2 = 2√2

Answer 4

^

Answer 5

@Hermes

Answer 6

....

Answer 7

)_)

Answer 8

\[3+\sqrt{18}\div 1+\sqrt{8}\]

Answer 9

I don't understand how to solve

Answer 10

I understand that \[\sqrt{18}= 3\sqrt{2} and \sqrt{8} = 2\sqrt{2}\]