Question

Help?

Answer 1

sup

Answer 2

\[\left| -2 \right|-(-3^2)+2(-1+3)\]

Answer 3

Can you help me evaluate this please?

Answer 4

and im gone xD

Answer 5

absolute value is always positive.

Answer 6

Okay so now -2 is 2.

Answer 7

I clicked something and I left the question, don't know what it was ....

\(\Large\color{blue}{ \bf | 2| ~~~-(3)^2~~~+2(-1+3) }\)
\(\Large\color{blue}{ \bf ~│~~~~~~~~~~~│~~~~~~~~~~~~~~~~~~~│ }\)
\(\Large\color{blue}{ \bf ~▼~~~~~~~~ ~▼~~~~~~~~~~~~~~~~~▼ }\)

\(\Large\color{blue}{ \bf 2~~~~~~-9+~~~~~2(2) }\)

Answer 8

finish it off.

Answer 9

-3

Answer 10

Yes exactly !

Answer 11

Thank you :)

Answer 12

Not a problem :)

Answer 13

3^2=9
\[-(-3^2) =-(-9)=9\]

Answer 14

Oh, my bad, I thougfh it was (-3)^2, but it is (-3^2 )

Answer 15

Thank you to both of you :)

Answer 16

\(\Large\color{blue}{ \bf | 2|~~ -(-3^2)~~+2(-1+3) }\)

\(\Large\color{blue}{ \bf 2~~~~~ -(-9)~~~~+2(2) }\)

\(\Large\color{blue}{ \bf 2~~~~~~~~~ +9~~~~~~~+4 }\)

Answer 17

it was
(-3^2) where the power of 2 doesn't go on the minus,
and not, as I thought, (-3)^2 where the power goes on the minus as well.