Plot of the function Z-t^3-t, 1<=t<=10 with a dash dot yellow line and show the actual data points as red circles? Your answer
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- Using Picat, write a function sphere_volume(r) : a function that computes the volume of a sphere, given its radius r.Make sure you included your ‘docstring’ comments for each function. Add comments for the following function. Function: function binary_signal = signal_to_binary(signal,threshold)absSig=abs(signal);sigAvg=filter((1/20)*ones(1,20),1,absSig);binary_signal=zeros(size(signal));binary_signal(sigAvg>threshold)=1;endR Programming: create a function on your own out of this code for a ggplot. ggplot(pr.cb.fulldata, aes(GD, Alleles, color = Tide)) + geom_point(size = 3) + theme_classic()+ theme(legend.title = element_text(size = 12), legend.text = element_text(size = 10) ) + scale_color_manual(values = wes_palette("Darjeeling2")) write a loop that will iterate through 3 categorical grouping variables and multiple x and y variables (5 of each would be a good multiple otherwise you will be making tons of plots). Make sure you are choosing meaningful x and y variables for the type of plot you are creating. generate all the plots for the variables you specified by using loops.submit R script.
- Make sure you included your ‘docstring’ comments for each function. Add comments for the following function. Function: function message = str_code_to_message(morse)message='';k=1;for i =1:length(morse)if morse(i)==' 'message=[message,code_to_char(morse(k:i-1))];k=i+1;elseif morse(i)=='/'message=[message,code_to_char(morse(k:i-1))];message=[message,' '];k=i+1;endendmessage=[message,code_to_char(morse(k:i))];endPlot of the function Z=t^3-t , 1<=t<=10 with a dash dot yellow line and show the actual data points as red circles? Your answerAssignment: Create a surface and contour plot of function z=f(x,y) [-5,5] by [-5,51. Take a pick to plot from any of the choices below. (01) f(x,y) = x*y**3-y*x**3 (02) f(x,y) = (x**2+3*y**2) *exp(-x**2-y**2) (03) f(x, y) = -1/(x**2+y**2) (04) f(x, y) = cos(abs(x)+abs(y)) - Use at least 500 points in each direction to discretize domain and create the grid. - Make the surface plot red and without grid lines. - For contour plot, specify contour levels to go from minimum and maximum Z values on the entire domain and include at least 15 contour levels. - Pick a colormap you like I ## Create data import numpy as np import pyvista as pv
- Each function (function name plotNegXSquaredPlus25) should accept two integer parameters indicating the minimum and maximum X value to be plotted. The functions should have no return values. Create class-level constants for things we might wish to change later, e.g., a char called PLOT_CHAR that holds an “x” (per samples below), another char called FILL_CHAR that holds an unobtrusive character like ASCII 183, generated with a cast, e.g., (char)183. JAVA PLEASE THOSE ARE NOT PERIODS OR DOTS. USE (System.out.print((Char)183); for (.) Please DON'T USE Loops(while);, if, Arrays, lists, or other data structures, objects, libraries, or methods. Sideways Ploty = -(x*x)+25 where -5<=x<=5x·········x················x ·····················x ························x ·························x ························x ·····················x ················x·········xxThe area under the plot is 165Question 6 Calculate and print the shaded area for the given rectangle below in function shadedArea (). Height and length are passed to the function through its parameter. Formula: Rectangle = length x height Triangle = ½ x length x heightAssume that we have a function "double getDistance(struct point p1, struct point p2)" that calculates the euclidian distance (straight line distance) between point p1 and p2. The point structure has two floating point variables x and y. You need to write the getDistance function here?
- To your code for Lab0, convert 3 of your functions to Dunders. Pick Dunders of your choice and note whether the Lab0 function you are replacing is binary or unary. An example of a unary Dunder is the __len__ and __add__ is binary. Click this link to get a Dunder list and more info about using Dunders: https://www.geeksforgeeks.org/customize-your-python-class-with-magic-or-dunder-methods/?ref=rpLinks to an external site. Then demonstrate your Dunders are used. mycode.py import refrom urllib.request import urlopenfrom bs4 import BeautifulSoupfrom collections import defaultdictclass WebCraping:def __init__(self):self.soup = Noneself.rows = []self.dict = defaultdict(list)def openHtmlSite(self, htmlsite):html = urlopen(htmlsite)self.soup = BeautifulSoup(html, 'html.parser')# Childrendef children(self):[print(child.name) for child in self.soup.recursiveChildGenerator() if child.name is not None]#findAlldef findAll(self, tags):dict = {}for tag in self.soup.find_all(tags):print("{0}:…Which of the following statements is true? A function: a. can have the same definition set as value setb. associates all different numbers in the definition set to a single number in the value setc.is a rule that for each element in a set connects it to just one element in another setd. is a rule that only converts natural numbers to whole numbersf. may not associate the same number in the value set with two different numbers in the definition set.h. must not associate one element in the definition set with several in the value seti. can very well associate several elements in the set of values with one in the definition set Mark all the answers that are correct.Mdt ɔɔ 9Create the matrix (M) below using as little code as possible. You should use multiple built-in functions. M= 6.0000 19.5000 33.0000 6.0000 19.5000 33.0000 9.0000 9.0000 9.0000 9.0000 9.0000 9.0000 5.0000 -1.0000 -7.0000 5.0000 -1.0000 -7.0000 6.0000 19.5000 33.0000 6.0000 19.5000 33.0000 9.0000 9.0000 9.0000 9.0000 9.0000 9.0000 5.0000 -1.0000 -7.0000 5.0000 -1.0000 -7.0000 Now within the script use MATLAB commands to make the following changes to the matrix. Include comments in your script to separate the parts. a. Change the four numbers in the center of matrix M to one. b. Divide the bottom half of the matrix by 4. c. Multiply the top half of the matrix by 4. d. Delete the last column of the matrix. e. Create a new matrix C from first, third, and fifth column of the second and fourth rows of M. f. Sort each column of C in descending order. Calculate the following equation: 45 C* + C D=-