Some students can solve a difficult question once the first step is shown but cannot begin independently. This is an important diagnostic clue. The missing capability may not be execution of the method. It may be recognising how to enter an unfamiliar problem.
Starting is a decision problem
Before any calculation or paragraph is produced, the learner has to interpret the task, identify relevant information and choose an initial representation or action. Familiar exercises hide this because the expected method is obvious from the lesson sequence.
Do not rescue too quickly
Immediate hints can teach students that uncertainty is a signal to wait for help. Instead, give a short period for diagnosis. Ask what is known, what is required and what representation could make the relationship clearer.
Teach entry moves
Different domains have useful first moves: draw a diagram, define variables, list evidence, identify the command word, state the claim, construct a table, estimate the answer or rewrite the problem in simpler language. These moves do not solve the task, but they reduce uncertainty.
Compare successful starts
After solving a problem, inspect the first useful decision. What clue made that move sensible? Compare with another problem where a different start is needed. This develops recognition rather than memorisation of one universal trick.
Practise partial progress
Students often believe they must see the entire solution before beginning. Train them to produce the next justified step instead. Difficult problem solving frequently advances through locally sensible decisions rather than complete foresight.
Fade prompts
Initially ask structured questions about the task. Later reduce those prompts until the student performs the diagnosis independently. The objective is not a permanent checklist but an internalised way of entering uncertainty.
The repair
Separate starting from solving. Train interpretation, representations and first moves; allow productive uncertainty; analyse why successful starts worked; and gradually remove prompts. A student who learns how to begin has gained more than one difficult answer. They have gained a reusable problem-solving capability.
