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    Covers and Convergent Series

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    (4) (a) Let I1,I2,I3... be open intervals and let J be a closed interval and let J be a closed inteval. Let lk be the length of Ik, and let L be the length of J....Please see the attachement

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    Please see the attachment.

    a. Proof: (by contradiction)
    Suppose can cover , this means . We denote to be the Lesbeque ...

    Solution Summary

    Covers and Convergent Series are investigated. The solution is detailed and well presented.