Subtract: `36^(@) 41' 52''` from `75^(@) 19' 13''`

Answer

To solve the problem of subtracting `36° 41' 52''` from `75° 19' 13''`, we will follow these steps:

### Step 1: Write down the values
We have:
- First value: `75° 19' 13''`
- Second value: `36° 41' 52''`

### Step 2: Align the values for subtraction
We will align the degrees, minutes, and seconds for subtraction:

```
75° 19' 13''
- 36° 41' 52''
```

### Step 3: Start with seconds
We cannot subtract `52 seconds` from `13 seconds` because `13 < 52`. So, we need to borrow from the minutes.

### Step 4: Borrow from minutes
1. Borrow 1 minute from `19 minutes`, which becomes `18 minutes`.
2. Add `60 seconds` to `13 seconds`, making it `73 seconds`.

Now we have:
```
75° 18' 73''
- 36° 41' 52''
```

### Step 5: Subtract seconds
Now we can subtract the seconds:
- `73 seconds - 52 seconds = 21 seconds`

### Step 6: Subtract minutes
Now we subtract the minutes:
- `18 minutes - 41 minutes` cannot be done directly since `18 < 41`. So, we need to borrow from the degrees.

### Step 7: Borrow from degrees
1. Borrow 1 degree from `75 degrees`, which becomes `74 degrees`.
2. Add `60 minutes` to `18 minutes`, making it `78 minutes`.

Now we have:
```
74° 78' 73''
- 36° 41' 52''
```

### Step 8: Subtract minutes
Now we can subtract the minutes:
- `78 minutes - 41 minutes = 37 minutes`

### Step 9: Subtract degrees
Finally, we subtract the degrees:
- `74 degrees - 36 degrees = 38 degrees`

### Step 10: Combine the results
Putting it all together, we get:
- Final result: `38° 37' 21''`

### Final Answer
The result of subtracting `36° 41' 52''` from `75° 19' 13''` is `38° 37' 21''`.

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