Insert the following integers into a binary search tree: 45, 24, 33, 85, 86, 81, 120, 7, 55, 22, 43 Any unfilled nodes should be labeled as null. Use the letters below to list the integers as you place them into the tree. Suggestion: draw the tree on scratch paper before entering answers. [a] [b] [c] [d] [e] [f] [g] [h] [i] [j] [k] [1] [m] [n] [0] а: b: c: d: e: f: g: h: i: j: k:

Every interface worth its salt must provide access to a full suite of functions. What abilities do you need to have? Is it planned to use a single method across the board? Document your claims by citing appropriate earlier research.

TODO 2 Complete the TODO by finding the locations of the data samples for each iris flower type. Hint: Use the code for how we found all the setosa_locs as an example! Using iris_df, find the location of all the data sample locations for the versicolor class which has a label of 1. To do so, use NumPy's np.where() function. Using iris_df, find the location of all the data sample locations for the virginica class which has a label of 2. To do so, use NumPy's np.where() function. setosa_locs = np.where(iris_df['class'] == 0)[0] # TODO 2.1versicolor_locs = # TODO 2.2virginica_locs =  todo_check([    (type(versicolor_locs) is np.ndarray, "'versicolor_locs' is not type np.ndarray. Make sure you indexed np.where() currently!"),    (type(virginica_locs) is np.ndarray, "'virginica_locs' is not type np.ndarray. Make sure you indexed np.where() currently!"),    (versicolor_locs[0] == 50, "'versicolor_locs' has an incorrect value"),    (virginica_locs[0] == 100, "'virginica_locs' has an…

Using DrawingPanel.java (from chapter 3G), draw a grid for filling in a 4 x 4 square of cell containing integers. For this part of the assignment the values are not important, but you are welcome to use the values shown in the magic square from below. Note that the values in any horizontal row, vertical column or main diagonals add up to 34, in addition to various sub-squares in the larger square also add up to the same value. Requirements: The magic square should be centered in the panel The values in each of the cells should be centered in that cell (both horizontally and vertically). You can assume the values will be <= 99 (i.e., at most 2 digits). For this part of the assignment, you can hard-code the values; you will store them in a 2-dimensional array (from chapter 7) when implementing Part B of the assignment. The title "CSC 142 Magic Square" is centered horizontally in the panel and at y = 50 You are free to choose the colors, fonts, font sizes and effects. This is what I used…

Follow all code styling and submission instructions as outlined for previous labs.  Derive a MinHeap class from the BST class of your Lab 4 code. Define/Override only the Search/Insert/Delete methods in the new class. Write a new main for this lab which: Will only be a test program for the MinHeap.  Declares and creates a MinHeap object as necessary. Declares and creates the Dollar objects as necessary. Inserts the 20 Dollar objects specified in Lab 4 in the same order. Performs all 4 traversals after the inserting the 10th and the last objects - in total there will be 8 outputs which should be clearly demarcated. No user input is necessary, no data validation is necessary. For submission - upload all class files from Lab 4 as necessary as well as your new MinHeap class and the main. Remember to also include adequate number of screenshots of the program execution. The Discussion forum will be monitored and responded to all week during the Finals. Office Hours will only be held on…