Thanks Alan, I had never seen that input bar before
Anyway now, thanks to you and Zac, I have another cool tool!
Do you know if you can put restrictions on the domain or range?
like can I graph y=x^2 for -3<x<2 ?
5+4x=3
subtract 5 from both sides
5+4x-5=3-5
4x=-2
divide both sides by 4
4x/4=-2/4
x=-1/2
$$\\log_{16}4=\frac{2}{4}\\\\ 4=16^{2/4}\\\\ $in other words$\\\\ 4=16^{1/2}\\\\ 4=\sqrt{16}$$
Thanks Titanium, your answer is good except that you have used the wrong symbol between the 21 and the 3.
The ^ is called a hat or a caret
That is a really good answer Thejamesmachine
That is an excellent answer Zac
Here is a video to reinforce what Zac has told you
https://www.youtube.com/watch?v=ZQ-NRsWhOGI
That is neat Alan
This is a perfect square
$$x^2+2bx+b^2=(x+b)^2$$
Can you work out the answer to your own question now?
I don't know how to do this problems BUT are the b***s identical or different from one another?
That is an excellent answer anon