Find the value of the given expression.

`(-127) + (-30) + 5 + (-452) + (-725) + 60 - (-15)`

Options

A. `-1254`
B. `-2140`
C. `-1721`
D. `-2921`

Answer

To solve the expression `(-127) + (-30) + 5 + (-452) + (-725) + 60 - (-15)`, we will follow these steps:

### Step 1: Rewrite the expression
The expression can be rewritten to make it easier to calculate:
\[ (-127) + (-30) + 5 + (-452) + (-725) + 60 + 15 \]
(Note: `- (-15)` becomes `+ 15`)

### Step 2: Group the negative and positive numbers
Now we can group the negative numbers together and the positive numbers together:
\[ (-127) + (-30) + (-452) + (-725) + (5 + 60 + 15) \]

### Step 3: Calculate the sum of the negative numbers
Now we will add the negative numbers:
\[ -127 - 30 - 452 - 725 \]
Calculating this step by step:
1. \(-127 - 30 = -157\)
2. \(-157 - 452 = -609\)
3. \(-609 - 725 = -1334\)

So, the sum of the negative numbers is \(-1334\).

### Step 4: Calculate the sum of the positive numbers
Next, we calculate the sum of the positive numbers:
\[ 5 + 60 + 15 \]
Calculating this:
1. \(5 + 60 = 65\)
2. \(65 + 15 = 80\)

So, the sum of the positive numbers is \(80\).

### Step 5: Combine the sums
Now we combine the sums of the negative and positive numbers:
\[ -1334 + 80 \]
Calculating this:
\[ -1334 + 80 = -1254 \]

### Final Answer
Thus, the value of the given expression is:
\[ \boxed{-1254} \]

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