Find the reflex angle corresponding to each of the following angles:
`125^(@)`

Answer

To find the reflex angle corresponding to the angle of \(125^\circ\), we can follow these steps:

### Step-by-Step Solution:

1. **Understand the Definition of Reflex Angle**:
A reflex angle is an angle that is greater than \(180^\circ\) but less than \(360^\circ\). It is the larger angle formed when you have a smaller angle.

2. **Identify the Given Angle**:
The given angle is \(125^\circ\).

3. **Use the Formula for Reflex Angle**:
The reflex angle can be calculated using the formula:
\[ \text{Reflex Angle} = 360^\circ - \text{Given Angle} \]

4. **Substitute the Given Angle into the Formula**:
Now, substitute \(125^\circ\) into the formula:
\[ \text{Reflex Angle} = 360^\circ - 125^\circ \]

5. **Perform the Calculation**:
Now, subtract \(125^\circ\) from \(360^\circ\):
\[ \text{Reflex Angle} = 360^\circ - 125^\circ = 235^\circ \]

6. **State the Final Answer**:
Therefore, the reflex angle corresponding to \(125^\circ\) is \(235^\circ\).

### Final Answer:
The reflex angle corresponding to \(125^\circ\) is \(235^\circ\).