Question

sqrt-54+sqrt-96
plz help im stuck on this

Answer 1

i have to simplify the given expression

Answer 2

54/2=27
27/3=9
9/3=3
3/3=1
so \[sqrt(54)=sqrt(2*3^2*3)\]
We can take the square root of \[3^2=3\]
\[sqrt(54)=3*sqrt(3*2)=3*sqrt(6)\]
Try thesame for the other one.

Answer 3

-96/2=-48
-48/2=-24
-24/2=-12
-12/2=-6
-6/2=-3
-3 is my answer is that correct

Answer 4

Yes, so now you know that \[sqrt(96)=sqrt(2^5*3)\]
We might not be able to take the square root of 2^5, but we can of 2^4.
So we get
\[sqrt(96)=sqrt(2^4*2*3)\]
I'm sure you can do the rest :)

Answer 5

Wait

Answer 6

sqrt 27 + sqrt 24

3 sqrt of 3 + 2 sqrt of 6

2. sqrt 216t + sqrt 96t

(sqrt 36 * sqrt 6t) + (sqrt 16 * sqrt 6t)

6 sqrt of 6t + 4 sqrt of 6t

10 sqrt of 6t

Answer 7

i can do the rest thanks for your help