Question

\(\sqrt{48}\) , \(sqrt{96}\)

Simplify ty :)

Answer 1

\(\sqrt{96}\) ***

Answer 2

you need to use exactly the same method here.
basically you need to transform the number under the squareroot sign into a product involving perfect squares.

so try to get it into the form:\[\sqrt{a^2b}=\sqrt{a^2}*\sqrt{b}=a*\sqrt{b}=a\sqrt{b}\]

Answer 3

simplify each or are you multiplying them?

Answer 4

Simplify each

Answer 5

so how can you write 48 as the product of a perfect square and something else?

Answer 6

\[\begin{align}
4=2^2\\
9=3^2\\
16=4^2\\
25=5^2\\
36=6^2\\
\end{align}\]

Answer 7

asnaseer is trying to teach you how to do the work if i write the answer il ruin it for you try to figure it out with his examples if you really dont il post the answer later

Answer 8

thank for that suzy4321 - much appreciated :)

Answer 9

sorry took dog out, let me read this :)

Answer 10

\[4\sqrt{3}\]?

Answer 11

perfect! - you're a pro now! :)

Answer 12

you should be able to do the same with \(\sqrt{96}\) now

Answer 13

notice that 96 = 48 * 2

Answer 14

\[4\sqrt{6}

Answer 15

\[4\sqrt{6}

Answer 16

apart from the latex - your answer is correct again - well done!

Answer 17

\[4\sqrt{6}\]

Answer 18

yup - you got it

Answer 19

kk ill finish these then get back to you, cus it gets harder soon, if your still on :)

Answer 20

its past midnight here and I'm off to catch some Zzzz's now - but good luck and I'm sure there'll be plenty of other people willing to help you here.

Answer 21

ahh okay than