Verify the solution for each question mentioned below, mention 'WRONG' if the solution is not correct. If not correct what is correct solution. Mention steps in the last column

Steps to Solve

1. Identify the Number Series Determine the type of number series given in the problem. Look for patterns or sequences that define how the numbers progress.

2. Analyze Each Provided Solution For each proposed solution, check the calculation steps to see if they correctly identify the next number or sum in the series.

3. Recalculate the Correct Answer If a provided solution seems incorrect, try recalculating the next number in the series. Utilize the identified pattern:

   • If it’s an arithmetic sequence, use $a_n = a_1 + (n-1)d$ where $d$ is the common difference.
   • If it’s a geometric sequence, use $a_n = a_1 \cdot r^{n-1}$ where $r$ is the common ratio.
   • For Fibonacci-like series, use the relation $a_n = a_{n-1} + a_{n-2}$.

4. Compare with the Provided Solution Once the correct answer is calculated, compare it with the provided solution. If they differ, note that the provided answer is incorrect.

5. Provide the Correct Solution Clearly state whether the provided solution was correct or incorrect and include the calculated correct answer along with a brief explanation of how it was found.