hoose the correct answer A. Enum variables can not be assigned new values B. Enum variables can be compared C. Enumeration feature increase the power of C D. All of above
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A. | Enum variables can not be assigned new values |
B. | Enum variables can be compared |
C. | Enumeration feature increase the power of C |
D. | All of above |
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- dont copy else downvoteDO NOT PUT WRONG ANSWER. DOWNVOTE ALSO FOR INCORRECT AS MAKE SURE. PLEASE# Create Custom Transformer Create a custom transformer, just as we did in the lecture video entitled "Custom Transformers", that performs two computations: 1. Adds an attribute to the end of the numerical data (i.e. new last column) that is equal to $\frac{x_1^3}{x_5}$ for each observation. In other words, for each instance, you will cube the $x_1$ column and then divide by the $x_5$ column. 2. Drops the entire $x_4$ feature column if the passed function argument `drop_x4` is `True` and doesn't drop the column if `drop_x4` is `False`. (See further instructions below.) You must name your custom transformer class `Assignment4Transformer`. Your class should include an input parameter called `drop_x4` with a default value of `True` that deletes the $x_4$ feature column when its value is `True`, but preserves the $x_4$ feature column when you pass a value of `False`. This transformer will be used in a pipeline. In that pipeline, an imputer will be run *before* this transformer. Keep…
- waht is value versionNeed correct Answer else again will downvoteOverview: Create a coin flip game that allows the user to guess whether the coin will be heads or tails. Save the data associated with the flip. Repeat for a total of 10 guesses/flips. Display result summary and details at end. Technical Requirements: Participant will guess whether a coin flip will result in Heads or Tails Computer will "flip" a coin to determine the side it lands using random generator import random at top of program result = random.randint(x,x) The program will display the results: Guess, Flip, Outcome (Match or No Match) The program will track the results and, when the game is over, display: Summary Detailed result of each turn Use parallel arrays to collect details from each turn that can be displayed as a table when the game is over Use running totals of each result detail to display at end
- get_column_choice(): this function will allow us to ask the players which pocket they want to grab stones from. Since we know which row they are grabbing from (since it is not allowed to grab stones from your opponent’s side), we only need to get the column they want. As previously stated, we are using letters to represent the columns to make it easier on the player. This function accepts the current player (should be a 0 or 1), the board, and a list of letters (the same as the list you passed to the print_game_board function) and it will return the index of the column being chosen. The function should ask the player to enter a column letter, then it should check that the conditions listed below hold. If they don’t meet these conditions, it should ask again until it gets a valid letter, otherwise it should return the corresponding column index for that letter. Letter entered must be on the game board. It can be lower case or upper case. (Hint: this doesn’t need to be hard coded,…Copied answer will be downvotedChirality def is_left_handed(pips): Even though this has no effect on fairness, pips from one to six are not painted on dice just any which way, but so that pips on the opposite faces always add up to seven. (This convention makes it easier to tell when someone tries to use crooked dice with certain undesirable pip values replaced with values that are more desirable for the cheater.) In each of the 23 = 8 corners of the cube, exactly one value from each pair of forbidden opposites 1-6, 2-5 and 3-4 meets two values chosen from the other two pairs of opposites. You can twist and turn any corner of the die to face you, and yet two opposite sides never spread into simultaneous view. This discipline still allows for two distinct ways to paint the pips. If the numbers in the corner shared by the faces 1, 2, and 3 read out clockwise as 1-2-3, that die is left-handed, whereas if they read out as 1-3-2, that die is right-handed. Analogous to a pair of shoes made separately for the left and…