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avg15

Templength11item

LN_AvglengthThe average is . And the amount of names of the list is length3

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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCStudents whose first names are longer than the average length of their classmates' names will be given the long form. You need to develop a program that will calculate the average length of the names, search for those names that are longer than the average and store those names on a separate list, longNames. Now calculate the average length of a name in the longNames list and display that information to the principal as well as the total number of names on the longNames list. Sometimes the principal cannot remember whose names are on the list. Give her the ability to enter a student’s name and be told if that name appears on the students list or the longNames list. Grace,Sarah,Lauren,Daniel,Jose,Alex,Owen,Victor,Molly,Jada,Collin,TimChristopher,Makayla,Angelina69TimChristopher11