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Identify the pattern in the sequence: 5824, 5242, 4718, 4247, 3823.

Mathematics

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Step-by-step solution

2 steps

  1. Analyze the given sequence and find the differences between consecutive terms.

    The sequence is 5824,5242,4718,4247,38235824, 5242, 4718, 4247, 3823.
    Calculate the differences:

    5824−5242=5825824 - 5242 = 582 5242−4718=5245242 - 4718 = 524 4718−4247=4714718 - 4247 = 471 4247−3823=4244247 - 3823 = 424

    The sequence of differences is 582,524,471,424582, 524, 471, 424.

  2. Identify the pattern in the differences

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