for w/w = 1 or w
for -3squared is it -9 or = 9, how about when you put it in a calculator?
These are good questions - welcome to web2.0calc forum :)
Any real number divided by itself = 1 except for 0 0/0 is undefined
So w/w = 1 so long as w is not equal to 0
NOW
$$\\(-3)^2=-3*-3=9\\
but\\
-3^2=-1*3^2=-1=9=-9\\\\
$I know this is confusing but think about this question.$\\
20-3^2=20-9=11\\
$See how the - sign did not get squared ?$\\
$If I can help more or explain more let me know. $$$
These are good questions - welcome to web2.0calc forum :)
Any real number divided by itself = 1 except for 0 0/0 is undefined
So w/w = 1 so long as w is not equal to 0
NOW
$$\\(-3)^2=-3*-3=9\\
but\\
-3^2=-1*3^2=-1=9=-9\\\\
$I know this is confusing but think about this question.$\\
20-3^2=20-9=11\\
$See how the - sign did not get squared ?$\\
$If I can help more or explain more let me know. $$$
how do I know if w = 0. It is in a function, maybe at some points it equals 0.
For -3 squared, two negative is positive isn't it, even amount of powers is positive, uneven is odd
you have erros in your example
when does it remain inside of the brackets
When is there a 1 put outside brackets?
I think your example doesnt work all the time. If I just always leave the negative out side, I will always get a negative answer for all powers. It cannot be right example.
I don't know if all those anon posts are from the same person.
It would be easier if your joined up and then I would know :)
Anyway I'll talk about it a little more
If there are no brackets then you DO NOT put any in. The answer will be negative.
$$\\-6^2=-36\\
-x^2<0$$
The negative sign is ONLY squared if the brackets are there in the original question.
$$(-7)^2=49
(-x)^2>0 \qquad $always$$$
Does that help?