## Example Questions

### Example Question #1 : Negative Numbers

If x is a negative integer, what else must be a negative integer?

x² – x

x – x

x – (–x)

x – (–x)

Explanation:

By choosing a random negative number, for example: –4, we can input the number into each choice and see if we come out with another negative number.  When we put –4 in for x, we would have –4 – (–(–4)) or –4 – 4, which is –8.  Plugging in the other options gives a positive answer.  You can try other negative numbers, if needed, to confirm this still works.

### Example Question #1 : Negative Numbers

–7 – 7= x

–7 – (–7) = y

what are x and y, respectively

x = –14, y = 14

x = –14, y = 0

x = 14, y = –14

y = 0, x = 14

x = 0, y = 0

x = –14, y = 0

Explanation:

x: –7 – 7= –7 + –7 = –14

y: –7 – (–7) = –7 + 7 = 0

when subtracting a negative number, turn it into an addition problem

### Example Question #1 : Negative Numbers

Evaluate:       Explanation:

Reconvert into single signs.  Remember that double negatives will turn into a positive.  ### Example Question #2 : Negative Numbers

Subtract:       Explanation:

Subtracting a negative number moves the number farther left of the zero digit on the number line. The answer is: ### Example Question #3 : Negative Numbers

Subtract:       Explanation:

Simplify the expression by eliminating the double negative signs.  Two negatives multiplied by one another will result in a positive number.

Convert the signs. Add the right side of the equation. The answer is .

### Example Question #4 : Negative Numbers

Simplify the following expression:      Explanation:

Simplify the following expression: To subtract negative numbers, we must recall that subtracting negative numbers is the same as adding a positive. The two negatives cancel each other out to become positive. So our answer is negative 220 