Assume my_list is a list of integer values. Write a list comprehension statement that creates a second list named gt_ten. The gt_ten list should contain all the values of my_list that are greater than 10. For example, if my_list contains the following values: [1, 12, 2, 20, 3, 15, 4] The gt_ten list should contain these values: [12, 20, 15]
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- 6. sum_highest_five This function takes a list of numbers, finds the five largest numbers in the list, and returns their sum. If the list of numbers contains fewer than five elements, raise a ValueError with whatever error message you like. Sample calls should look like: >>> sum_highest_five([10, 10, 10, 10, 10, 5, -17, 2, 3.1]) 50 >>> sum_highest_five([5]) Traceback (most recent call last): File "/usr/lib/python3.8/idlelib/run.py", line 559, in runcode exec(code, self.locals) File "", line 1, in File "/homework/final.py", line 102, in sum_highest_five raise ValueError ("need at least 5 numbers") ValueError: need at least 5 numbersAssume my_list is a list of integer values. Write a list comprehension statement in Python that creates a second list named plus_one. The plus_one list should contain the values of my_list with 1 added to each value. For example, if my_list contains the following values: [10, 20, 30, 40, 50] The plus_one list should contain these values: [11, 21, 31, 41, 51]6. sum_highest_five This function takes a list of numbers, finds the five largest numbers in the list, and returns their sum. If the list of numbers contains fewer than five elements, raise a ValueError with whatever error message you like. Sample calls should look like: >>> sum_highest_five([10, 10, 10, 10, 10, 5, -17, 2, 3.1])50>>> sum_highest_five([5])Traceback (most recent call last): File "/usr/lib/python3.8/idlelib/run.py", line 559, in runcode exec(code, self.locals) File "<pyshell#44>", line 1, in <module> File "/homework/final.py", line 102, in sum_highest_five raise ValueError("need at least 5 numbers")ValueError: need at least 5 numbers
- Yahtzee! Yahtzee is a dice game that uses five die. There are multiple scoring abilities with the highest being a Yahtzee where all five die are the same. You will simulate rolling five die 777 times while looking for a yahtzee. Program Specifications : Create a list that holds the values of your five die. Populate the list with five random numbers between 1 & 6, the values on a die. Create a function to see if all five values in the list are the same and IF they are, print the phrase "You rolled ##### and its a Yahtzee!" (note: ##### will be replaced with the values in the list) Create a loop that completes the process 777 times, simulating you rolling the 5 die 777 times, checking for Yahtzee, and printing the statement above when a Yahtzee is rolled. When you complete the project please upload your .py file to the Project 2 folder by the due date.reverse_number_in_list(number_list:list)-> list This function will be given a list of numbers your job is to reverse all the numbers in the list and return a list with the reversed numbers. If a number ends with 0 you need to remove all the trailing zeros before reversing the number. An example of reversing numbers with trailing zeros: 10 -> 1, 590 -> 95. None of the numbers in the number_list will be less than 1. Example: number_list = [13, 45, 690, 57] output = [31, 54, 96, 75]6. sum_highest_five This function takes a list of numbers, finds the five largest numbers in the list, and returns their sum. If the list of numbers contains fewer than five elements, raise a ValueError with whatever error message you like. Sample calls should look like: >>> sum_highest_five([10, 1e, 10, 10, 10, 5, -17, 2, 3.1]) 50 >>> sum_highest_five([5]) Traceback (most recent call last): File "/usr/lib/python3.8/idlelib/run.py", line 559, in runcode exec (code, self.locals) File "", line 1, in File "/homework/final.py", line 102, in sum_highest_five raise ValueError("need at least 5 numbers") ValueError: need at least 5 numbers
- HAPTER 5: Lists and Dictiona st membership > 51621 O WorkArea Instructions eadline: 03/ 11:59pm EDT Given that k contains an integer and that play_list has been defined to be a list, write a expression that evaluates to True if the value assigned to k is an element of play_list. Additional Notes: play_list and k should not be modified6. list_n_perfect_squares This function takes a positive integer, n, and returns a list containing n perfect square numbers, starting with 1 and counting up to n2 Use a list comprehension and a range! Sample runs should look like: >>> list_n_perfect_squares ( 6) [1, 4, 9, 16, 25, 36] >>> list_n_perfect_squares (1) [1] >>> list_n_perfect_squares (20) [1, 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144, 169, 196, 225, 256, 289, 324, 361, 400]tails_same(number_list:list) -> bool This function should return true if the value at the beginning and the end of the list are equal. False otherwise. Example: number_list = [1, 239, 949, 0, 84, 0, 1] output: True number_list = [1, 239, 949, 0, 84, 0, 13] output: False
- Assume list1 references a list. After the following statement executes, list1 and list2 willreference two identical but separate lists in memory:list2 = list1 (T/F)11111 2) Name: 2. The following procedure is intended to return the number of times the value val appears in the list myList. The procedure does not work as intended. Line 01: PROCEDURE countNumOccurences (myList, val) Line 02: { Line 03: FOR EACH item IN myList Line 04: } BL Line 05: count 0 Line 06: IF(item = val) %3D Line 07: Line 08: count count + 1 :60 Line 10: { { RETURN(count) Line 11: Line 12: } Which of the following changes can be made so that the procedure will work as intended? a. Moving the statement in line 5 so that it appears between lines 2 and 3 C. Changing line 6 to IF(item = count) b. Changing line 6 to IF(myList[item] = val) d. Moving the statement in line 11 so that it appears between lines 9 and 10Lab Goal : This lab was designed to teach you more about list processing and algorithms.Lab Description : Write a program that will search a list to find the first odd number. If an odd number is found, then find the first even number following the odd number. Return the distance between the first odd number and the LAST even number. Return -1 if no odd numbers are found or there are no even numbers following an odd number