1. What is the absolute value of x if x is a negative number?

2. For nine of the previous 10 Biennia, the exercise resulted in a negative number

3. Yes, the Accumulated Depreciation would be a negative number, always as a Contra Asset account

4. Cardano noticed that Tartaglia's method sometimes required him to extract the square root of a negative number.

5. And when you multiply an inequality by a negative number, multiply or divide, you switch the inequalites.

6. The only exception is that when multiplying or dividing by a negative number, the inequality symbol must be flipped.

7. And if we take its velocity as a positive number, then its acceleration will be a negative number, right?

8. We have that plus or minus because a square root could actually be a positive or a negative number.

9. To find the Antilog of a negative number, first rewrite the number as a negative integer and a positive decimal portion

10. Well the absolute value of x, if x is a negative number, is going to be the negative of x, right?

11. There's no number you can put here whose absolute value's going to give you a negative number, especially one less than negative 8. 5.

12. If you have a contract with the carrier, then you might need to adjust your rates up or down (using a negative number like -10) by a percentage or flat amount.

13. Thus 5 − 8 = 5 + (−8) = −3 and (−3) − 5 = (−3) + (−5) = −8 On the other hand, subtracting a negative number yields the same result as the addition a positive number of equal magnitude.

14. Enthalpy of Atomization is the amount of enthalpy change when a compound's bonds are broken and the component e lements are reduced to individual atoms.Enthalpy of Atomization is always a positive value and never a negative number

15. The first set of Consecutive integers is found by adding 1 to 0 and to every positive number that comes after 0 The third set of Consecutive integers is found by subtracting 1 from 0 and from every negative number smaller than 0 You can also represent the first set with this expression: n + 1, with n = 0, 1, 2, ..