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Understanding sequences is a fundamental concept in mathematics. A sequence is essentially an ordered list of numbers, often following a specific rule or pattern. Each number in the sequence is called a term. Let’s explore step by step how to understand and work with sequences.
Examples Practice Questions: Given the sequence: \(3, 6, 9, 12…\) what might be the next two numbers? In a pattern, the first figure has \(4\) sides, the second figure has \(8\) sides, and the third figure has \(12\) sides. If the pattern continues, how many sides might the fourth figure have? Consider a sequence where […]
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