Find the sum of -59, -41, 73, -92, 81, - (-41) and -3 .

Options

A. 3
B. 0
C. 1
D. `-2`

Answer

To find the sum of the numbers -59, -41, 73, -92, 81, -(-41), and -3, we can follow these steps:

### Step 1: Identify the numbers
We have the following numbers to sum:
- -59
- -41
- 73
- -92
- 81
- -(-41) (which is +41)
- -3

### Step 2: Rewrite the expression
We can rewrite the sum as:
\[ -59 + (-41) + 73 + (-92) + 81 + 41 + (-3) \]

### Step 3: Group the negative and positive numbers
Now, let's group the negative and positive numbers:
- Negative numbers: -59, -41, -92, -3
- Positive numbers: 73, 81, 41

### Step 4: Calculate the sum of negative numbers
Now, we will sum the negative numbers:
\[ -59 - 41 - 92 - 3 \]
Calculating step-by-step:
1. -59 - 41 = -100
2. -100 - 92 = -192
3. -192 - 3 = -195

So, the sum of the negative numbers is -195.

### Step 5: Calculate the sum of positive numbers
Now, we will sum the positive numbers:
\[ 73 + 81 + 41 \]
Calculating step-by-step:
1. 73 + 81 = 154
2. 154 + 41 = 195

So, the sum of the positive numbers is 195.

### Step 6: Combine the sums
Now, we combine the sums of the negative and positive numbers:
\[ -195 + 195 \]

### Step 7: Final Calculation
Calculating this gives:
\[ -195 + 195 = 0 \]

### Conclusion
Thus, the sum of the numbers -59, -41, 73, -92, 81, -(-41), and -3 is **0**.

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