Given a word, and a dictionary matching each letter to an int score, calculates the word's score (adding up each letter's score) and return the score.
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- Python coding language Create a static dictionary with a number of users and with the following values: First name Last name Email address Password Ask the user for: 5. Email address 6. Password Loop (for()) through the dictionary and if (if()) the user is found print the following: 7. Hello, first name last name you have successfully logged in 8. Notify the user if the password and email address are wrong 9. Additional challenge: if you want the program to keep asking for a username and password when the combination is wrong, you will need a while() loop. 10. Save the file as assignment03yourlastname.pySimple login system PYTHON Create a static dictionary with a number of users and with the following values: First name Last name Email address Password Ask the user for: 5. Email address 6. Password Loop (for()) through the dictionary and if (if()) the user is found print the following: 7. Hello, first name last name you have successfully logged in 8. Notify the user if the password and email address are wrong 9. Additional challenge: if you want the program to keep asking for a username and password when the combination is wrong, you will need a while() loop.def print_main_menu(menu): """ Given a dictionary with the menu, prints the keys and values as the formatted options. Adds additional prints for decoration and outputs a question "What would you like to do?" """ if __name__ == "__main__": the_menu = {} # TODO 1: add the options from the instructions opt = None while True: # print_main_menu(...) # TODO 1: uncomment, define the function, and call with the menu as an argument print("::: Enter an option") opt = input("> ") if opt == ...: # TODO 2: make Q or q quit the program print("Goodbye!\n") break # exit the main `while` loop else: if ...: # TODO 3: check of the character stored in opt is in the_menu dictionary print(f"You selected option {opt} to > {the_menu[opt]}.") else: print(f"WARNING: {opt} is an invalid option.\n")
- 3- Given a dictionary my_dict= {‘a’:1,’b’:2,’c’:3,’d’:4,’e’:5,’f’:6,’g’:7,’h’:8,’I’:9,’j’:10} Write a python program that prints the keys where the value stored is a prime numberCodeWorkout Gym Course Q Search kola shreya@ columbusstate.edu Search exercises... X274: Recursion Programming Exercise: Cannonballs X274: Recursion Programming Exercise: Cannonballs Spherical objects, such as cannonballs, can be stacked to form a pyramid with one cannonball at the top, sitting on top of a square composed of four cannonballs, sitting on top of a square composed of nine. cannonballs, and so forth. Given the following recursive function signature, write a recursive function that takes as its argument the height of a pyramid of cannonballs and returns the number of cannonballs it contains. Examples: cannonball(2) -> 5 Your Answwer: 1 public int cannonball(int height) { 3. 4} Check my answer! Reset Next exercise FeedbackInstructions: 1. This java program is for an application that stores the author (Writer) data of some books and emails. 2. getAuthors() method get the list of authors and store it in a String array. 3. addAuthors() method is used to add an author anytime for book or email. 4. getDate() method get the date of the book or email. 5. getTitle() method can be used to get the title of the book. 6. getSubject() method is used to get the Subject of the email. 7. getTo() method is used to get the information about the mail to whom it is sent. 8. All get methods need to return the values in the corresponding instance variables. 9. Scanner class can be used to set the data for the variables. The programmer can give his/her own methods to set the instance variables
- good afternoon could you solve this exercise with c # is an exercise to solve with codes with the programming language c # using only vectors and matrices Develop an algorithm that allows the following: Register n number of students with the following data (ID, Name, Gender, tuition fee and Amount to pay) In a menu you must allow the following options:1. Register n number of students2. List the students who paid the full tuition and the amount paid.3. List the number of students who paid partially and the amount they owe.4. Show the sum of the payment of all the students and the sum of the debt of all the students.5. What percentage of men paid in full and what percentage of women paid partially.For this problem, you will write part of a Python program that will tell the user when to plant certain edible plants in their garden. The plants and their planting seasons are shown in the table below: Plant Season blueberry fall or spring tomato spring pumpkin late spring cabbage spring or late summer strawberry early spring Your code should: Store the plants words and their planting seasons in a dictionary Prompt the user to enter the name of a plant they want to look up. If the plant exists in the dictionary, print its planting season. Your program should be case insensitive e.g. both "cabbage" and "CABBAGE" should print "spring or late summer". If the word does not exist in the dictionary, print a message telling the user that you don't have the information they're looking for. Continue to prompt the user to enter a plant name to look up until they enter "q" to quit the program. Example input / output (User input in blue) Enter a plant name: Pumpkinlate…def create_scrabble (user_input): tile_dict = { 'A': 1, 'B': 3, 'C': 3, 'D': 2, 'E': 1, 'F': 4, 'G': 2, 'H': 4, 'I': 1, 'J': 8, 'K': 5, 'L': 1, 'M': 3, 'N': 1, 'O': 1, 'P': 3, 'Q': 10, 'R': 1, 'S': 1, 'T': 1, 'U': 1, 'V': 4, 'W': 4, 'X': 8, 'Y': 4, 'Z': 10 } point = 0 for i in range(len(word)): for key,value in tile_dict.items(): if key == word[i]: point += value print(point) if __name__ == "__main__": word = input().upper() create_scrabble(word) Some error in your code, python error looks like name 'word' is not defined, please explore it in developer mode (do not forget to call the function!)
- Nearest polygonal number def nearest_polygonal_number(n, s): Any positive integer s > 2 defines an infinite sequence of s-gonal numbers whose i:th element is given by the formula ((s-2)i2 - (s-4)i)/2, as explained on the Wikipedia page "Polygonal Number". In this formula, positions start from 1, not 0, and we use the letter i to denote the position since we will be using the letter n for something else. For example, the sequence of "octagonal numbers" that springs forth from s = 8 starts with 1, 8, 21, 40, 65, 96, 133, 176... Given the number of sides s and an arbitrary integer n, this function should return the s-gonal integer closest to n. If n falls exactly halfway between two s-gonal numbers, return the smaller one. As you can see from the last row of the previous table, this function must be efficient even for gargantuan values of n. The simplest way to make this function efficient is to harness the power of repeated halving to pull your wagon with a clever application of…Nearest polygonal number def nearest_polygonal_number(n, s): Any positive integer s > 2 defines an infinite sequence of s-gonal numbers whose i:th element is given by the formula ((s-2)i^2 - (s-4)i)/2, as explained on the Wikipedia page "Polygonal Number". In this formula, positions start from 1, not 0, and we use the letter i to denote the position since we will be using the letter n for something else. For example, the sequence of "octagonal numbers" that springs forth from s = 8 starts with 1, 8, 21, 40, 65, 96, 133, 176... Given the number of sides s and an arbitrary integer n, this function should return the s-gonal integer closest to n. If n falls exactly halfway between two s-gonal numbers, return the smaller one. n s Expected result 5 3 6 27 4 25 450 9 474 10**10 42 9999861561 10**100 91 10000000000000000000000000000000000000000000000000416332753518329478897755794704334003003544212420356A Hide Time Remaining A Geometric Progression Printer As you might recall, a Geometric Progression (or GP) is a sequence of elements in which the next number in the sequence is obtained by multiplying the previous number by the common ratio. The next number in the sequence is obtained by using this formula: a_n=a_1*r(n-1) While the sum of all numbers in the sequence is obtained using any of these formulae: If r= 1, sum=a*n Ifr != 1 and r> 1, sum = a[(rª-1)/(r - 1)] Ifr != 1 and r < 1, sum = a[(1-r)/(1-r)] where a_n = next number in the sequence, a_1 = first number in the sequence, r = common ratio, n = number of terms Your task is to write a Python program that 1: Accepts the necessary inputs from the user, i.e., start value (a_1), common ratio (r), and number of generate to generate (n). 2. Generates the Geometric Progression (GP) sequence starting from a_1 to n. 3. Prints out the GP HORIZONTALLY not VERTICALLY, e.g. 3, 9, 27, 81, 243, 729.... 4. Calculates the sum of all numbers in…