Question

Discuss the GCF and using the greatest perfect square.

Answer 1

My answer
To show that two numbers go into one number / To show that numbers are a perfect square

Answer 2

Hey @jim_thompson5910 Mind telling me if i got this right? This lesson deals

Answer 3

a lot of things seem to be missing?

Answer 4

or cut off?

Answer 5

not sure

Answer 6

Discuss the GCF and using the greatest perfect square.:

This was the question they gave me, nothing else

Answer 7

@KlOwNlOvE

Answer 8

Greatest Perfect Square relates to our last question somewhat.
If a value has a perfect square as a factor, then it can come out a root easily.
Example:
\(\Large\rm \sqrt{72}=\sqrt{36\cdot2}=\sqrt{36}\cdot\sqrt{2}=6\sqrt2\)
(This works out because 36 is a perfect square).

Again though, like your last question, it's really hard to determine what they want you to say lol. XD

Answer 9

Dude, i swear they want us to make a fool of our selves.

Answer 10

Ok, this is the last one @zepdrix First is the question,second is the answer i had

4. When is a radical expression in simplest form?


because all and any perfect squares under the radical have been identified? AND the square root has
been taken of each perfect square that you've found under the Sqrt sign AND each such root has been taken
out from under the Sqrt sign and written in FRONT of it instead.

Answer 11

what? lol

Answer 12

Idek D: This is the question

4. When is a radical expression in simplest form?

Answer 13

well can you doesnt the radical have to be prime?

Answer 14

well doesnt the radical have to be prime*

Answer 15

Iddddk why u asking me?

Answer 16

\[\sqrt{6}\]

Answer 17

is that simplified?

Answer 18

No

Answer 19

alright so if a radical can be simplified it isnt prime prime is when it is simplified as far as it can go

Answer 20

Ok :D

Answer 21

U gonna be on tomrrow?

Answer 22

yes

Answer 23

Ok bro, im hitting the hay

Answer 24

alright bud night