Algerbra problem: Evaluate the expression?

Question

- I -6 I - I 2 I

In case you cant tell those are vertical lines, but there isnt any choice on the keyboard for that so I had to use capital i's ...thanks for the help

Answer 1

absolute value of -6 is 6 and absolute value of 2 is 2

so.. -6 - 2
-6 + -2
= -8

it shoulf be minus eight or if you mean -(-6-2) it would be plus eight and thanks for telling me about the vertical lines because first i thought it is -1-61-121 which would equal -183


You can put absolute value line by pressing the shift key and the back slash at the same time.
I wonder who you will pick as best.......

Answer 2

Absolute value of -6 is 6
the Absolute value of 2 is -2

so.. -6 - 2
-6 + -2
= -8 final answer

Answer 3

- │- 6│- │2│

When you remove the vertical bars from the equation and a negative (-) sign is between the two bars. It means - ( - 6) = 6

- 6 - 2 = - 8

- - - - - - - - s-

Answer 4

-8

Absolute value of -6 is 6 and absolute value of 2 is 2.

So it goes -6 - 2 = -8

Answer 5

So these are absolute values.
... = - 6 - 2 = -8.

Answer 6

Vect worked out the first one for you, listed the following are the others: 12) A variable is A letter that holds the position for some unknown fee in arithmetic. 17) a+2c-5b-c+a-b = 2a+c-6b 21) W = 15s + 25m

Answer 7

absolute value of -6 is 6 and absolute value of 2 is 2

so.. -6 - 2
-6 + -2
= -8

Answer 8

Whatever is in the brackets becomes positive, so you get:

-(6) - (2) = -8

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By the way... It's the SHIFT of the key that's above ENTER and below BACKSPACE.

Answer 9

You can put absolute value line by pressing the shift key and the back slash at the same time.
i am sure you got the answer from some one

Answer 10

the vetical lines are used to indicate that the absolute value of number in b/w them should be used. absolute value means you disregard the "sign" [+ or -]. so:
-I-6I - I2I = -6 -2 = 8