Question

Find the value of the square root of 24 over 4 times the square root of 6?

Answer 1

like this?
\[\sqrt{\frac{24}{4}}*\sqrt{6}\]?

Answer 2

no 24 is by its self and its 4*6 after that

Answer 3

ah, i think i see.
\[\frac{\sqrt{24}}{4\sqrt{6}}\]

Answer 4

yeah like that

Answer 5

= 2/4

Answer 6

so lets simplify the square root of 24 a little:
\[\sqrt{24} = \sqrt{ 6*4} = \sqrt{6}*\sqrt{4}\]
Placing that on the top of fraction we obtain:
\[\frac{\sqrt{24}}{4\sqrt{6}} = \frac{\sqrt{4}*\sqrt{6}}{4\sqrt{6}} = \frac{2}{4} = \frac{1}{2}\]

Answer 7

because √24/√6 = √4 which is really just 2. and then the 4 is left over.

Answer 8

thankss :)

Answer 9

also, it works in da calcoolator.

Answer 10

oh it didnt work in mine

Answer 11

sha, need practice with ( )

Answer 12

should of been √24/(4√6)