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PLEASE HELP WITH THIS IN PYTHON CODE NUMBER 9 6602 G Wit Eve C An E ar Hon 4212 New Tab Rep! ES 42 DB48ZTA40uZarZ3ZfWSOWLWppaWEZWFEOM3FBdHVUUG8taGJN/view

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PLEASE HELP WITH THIS IN PYTHON CODE NUMBER 9

6602 G Wit Eve C An E ar Hon 4212 New Tab Rep! ES 42 DB48ZTA40uZarZ3ZfWSOWLWppaWEZWFEOM3FBdHVUUG8taGJN/view ----- - r--0-- person's age and years of citizenship as input and outputs their eligibility for the Senate and House. + 9. A formula for computing Easter in the years 19822048, inclusive, is as follows: let a = year%19, b = year%4, c = year%7, d= (19a + 24)%30, e= (26 + 4c + 6d+5)%7. The date of Easter is March 22 +d+e (which Chapter 7. Decision Structures could be in April). Write a program that inputs a year, verifies that it is in the proper range, and then prints out the date of Easter that year. 10. The formula for Easter in the previous problem works for every year in the range 19002099 except for 1954, 1981, 2049, and 2076. For these 4 years it produces a date that is one week too late. Modify the above program to work for the entire range 19002099

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