Solve the mathematical problem involving absolute value to -1/3 -9-5
To solve the mathematical problem involving absolute value, we need to follow the rules of operating with absolute values.
First, let's calculate the absolute value of -1/3:
| -1/3 | = 1/3
Next, let's add the values within the absolute value expression:
1/3 - 9 - 5 = -39/3
Finally, let's simplify the result:
-39/3 = -13
Therefore, the solution to the mathematical problem involving absolute value is -13.
To solve the mathematical problem involving absolute value, -1/3 - 9 - 5, we can follow these steps:
Step 1: Add -1/3, -9, and -5 together. (-1/3) + (-9) + (-5) equals -1/3 - 14.
Step 2: Simplify the sum by finding the absolute value of -1/3 - 14.
- The absolute value is the magnitude of a number without considering its sign.
- Since -1/3 - 14 is negative, the absolute value will result in a positive number.
- Therefore, we can write |-1/3 - 14| as -(-1/3 - 14).
Step 3: Calculate the absolute value.
- -(-1/3 - 14) simplifies to 1/3 + 14.
Step 4: Simplify the result. 1/3 + 14 equals 1/3 + 42/3.
Step 5: Add the fractions together. 1/3 + 42/3 equals 43/3.
Therefore, the solution to the problem involving absolute value, -1/3 - 9 - 5, is 43/3 or approximately 14.333.