Examine the following sequence closely and respond to the question that follows.
Determine the next term in the series:
- A
- B\text{L8\ }$
- C
- D
Solution & Step-by-step Explanation
Let's trace the positions of the characters in each term using the master sequence:
1. **First term ():**
* Starts at '5'.
* Skips one character ('9') to get '#'.
* Skips one character ('B') to get '2'.
2. **Second term ():**
Skips one character ('%') from the end of the previous term ('2') to start at ''.
* Skips one character ('E') to get '?'.
* Skips one character ('A') to get '8'.
3. **Third term (\text{\ 4V} '.
* Skips one character ('I') to get '4'.
* Skips one character ('S') to get 'V'.
4. Fourth term (Missing):
* Following the same pattern, we skip one character ('7') from the end of the third term ('V') to start at '!'.
* Skips one character ('C') to get '6'.
* Skips one character ('N') to get '@'.
Thus, the next term in the series is ** **.
1. **First term ():**
* Starts at '5'.
* Skips one character ('9') to get '#'.
* Skips one character ('B') to get '2'.
2. **Second term ():**
Skips one character ('%') from the end of the previous term ('2') to start at ''.
* Skips one character ('E') to get '?'.
* Skips one character ('A') to get '8'.
3. **Third term (\text{\ 4V} '.
* Skips one character ('I') to get '4'.
* Skips one character ('S') to get 'V'.
4. Fourth term (Missing):
* Following the same pattern, we skip one character ('7') from the end of the third term ('V') to start at '!'.
* Skips one character ('C') to get '6'.
* Skips one character ('N') to get '@'.
Thus, the next term in the series is ** **.