Subtract :
`(i) -2459 " from " 5128`
` (ii) -1040 " from " -687`
`(iii) 347 " from " -58 `
` (v) -728 " from " 0`

Answer

Let's solve each part of the question step by step.

### (i) Subtract -2459 from 5128

1. **Identify the operation**: We need to subtract -2459 from 5128. This can be written as:
\[ 5128 - (-2459) \]

2. **Apply the rule of subtraction**: Subtracting a negative number is the same as adding its positive counterpart. Therefore, we rewrite the expression:
\[ 5128 + 2459 \]

3. **Perform the addition**:
\[ 5128 + 2459 = 7587 \]

4. **Determine the sign**: Since both numbers are positive, the result is positive:
\[ \text{Final answer for (i)}: 7587 \]

### (ii) Subtract -1040 from -687

1. **Identify the operation**: We need to subtract -1040 from -687. This can be expressed as:
\[ -687 - (-1040) \]

2. **Apply the rule of subtraction**: Again, subtracting a negative number means adding:
\[ -687 + 1040 \]

3. **Perform the addition**:
\[ -687 + 1040 = 353 \]

4. **Determine the sign**: Since 1040 is larger than 687, the result is positive:
\[ \text{Final answer for (ii)}: 353 \]

### (iii) Subtract 347 from -58

1. **Identify the operation**: We need to subtract 347 from -58. This can be written as:
\[ -58 - 347 \]

2. **Perform the subtraction**:
\[ -58 - 347 = -405 \]

3. **Determine the sign**: Since both numbers are negative, the result remains negative:
\[ \text{Final answer for (iii)}: -405 \]

### (iv) Subtract -728 from 0

1. **Identify the operation**: We need to subtract -728 from 0. This can be expressed as:
\[ 0 - (-728) \]

2. **Apply the rule of subtraction**: Subtracting a negative number means adding:
\[ 0 + 728 \]

3. **Perform the addition**:
\[ 0 + 728 = 728 \]

4. **Determine the sign**: Since the result is positive:
\[ \text{Final answer for (iv)}: 728 \]

### Summary of Answers:
- (i) 7587
- (ii) 353
- (iii) -405
- (iv) 728