Which of the following best explains the ability to solve problems algorithmically?

The ability to solve problems algorithmically refers to the use of a well-defined, step-by-step procedure, or 'algorithm', to solve a problem or achieve a specific goal. This involves:

1. Understanding the Problem: The first step in solving any problem is to understand what the problem is asking. This might involve breaking the problem down into smaller parts.

2. Developing a Plan: Once you understand the problem, the next step is to develop a plan to solve it. This might involve creating an algorithm, which is a set of instructions that describe how to get from the beginning to the end of a problem.

3. Implementing the Plan: After you have a plan, the next step is to implement it. This might involve writing code if you're solving the problem on a computer, or it might involve performing some physical tasks if you're solving the problem in the real world.

4. Testing the Solution: After you've implemented your plan, the next step is to test your solution to see if it solves the problem. If it doesn't, you might need to go back to step 2 and develop a new plan.

5. Evaluating the Solution: Finally, after you've found a solution that works, the last step is to evaluate your solution to see if it's the best one. This might involve comparing your solution to other possible solutions, or it might involve analyzing your solution to see if it can be improved in any way.

In summary, the ability to solve problems algorithmically involves understanding the problem, developing a plan to solve it, implementing that plan, testing the solution, and evaluating the results.