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A while loop without a termination strategy runs forever. This video introduces a four-step pattern — initialize, test, use, change — that guarantees every while loop makes progress toward stopping, then applies it to compute factorial using a running product variable that accumulates a result across iterations.
Key concepts covered:
• The four-step loop variable pattern: initialize before the loop, test in the condition, use in the body, change each iteration
• Why omitting the change step produces an infinite loop — and how to recognize one
• Running product variables: why accumulators for multiplication must start at 1, not 0
• Two-variable loop design: separating the loop counter (i) from the accumulator (factorial)
• Full iteration-by-iteration trace of factorial(4), tracking both variables as the condition steps from true to false
• Shorthand assignment operators: +=, *=, -=, and /= as concise equivalents to full update expressions
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SOURCE MATERIALS
The source materials for this video are from • Lecture 3: Iteration