1. ## Algebra Review

I cant make this problem work for whatever the reason is.
(2z)^(1/2)-(z+7)^(1/2)=1
For whatever reason i want to square all of it but then one i solve it down i get -6 and i know thats not right.
thanks to anyone
AC

2. Originally Posted by Casas4
I cant make this problem work for whatever the reason is.
(2z)^(1/2)-(z+7)^(1/2)=1
For whatever reason i want to square all of it but then one i solve it down i get -6 and i know thats not right.
thanks to anyone
AC
Get one term on the other side...
$
\sqrt{2z}=1+\sqrt{z+7}
$

Then square. See if you can take it from there.

3. ## graphing problem

what is wrong with the graph to this equation?

+- the square root of 1-x^2

4. ## what do i do from here

Ok so when i square root both sides do i square root (1+(z+7)^1/2 or just (z+7)^1/2
When i tried doing it (1 +((z+7)^1/2))^2 i still couldnt get it to work.
Sorry for whatever reason i cant make this problem work.

5. Originally Posted by Casas4
Ok so when i square root both sides do i square root (1+(z+7)^1/2 or just (z+7)^1/2
When i tried doing it (1 +((z+7)^1/2))^2 i still couldnt get it to work.
Sorry for whatever reason i cant make this problem work.
You're never going to square root anything in this problem. You're squaring both sides. For (1 +((z+7)^1/2))^2,
which is the same thing as $(1+\sqrt {z+7})^2$, you have to use FOIL by splitting the square into 2 binomials. $(1+\sqrt {z+7})(1+\sqrt {z+7})$ FOIL is the order of what terms to multiply when multiplying 2 binomials.

First - Multiply the first terms ( $1$ and $1$)
Outer - Multiply the outer terms ( $1$ and $\sqrt {z+7}$)
Inner - Multiply the inner terms ( $\sqrt {z+7}$ and $1$)
Last - Multiply the last terms ( $\sqrt {z+7}$ and $\sqrt {z+7}$)

6. Originally Posted by Weezy
what is wrong with the graph to this equation?

+- the square root of 1-x^2
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