Using python 3
Define a Python function that takes in a value (x) and evaluates f(x):
f(x)=(1/(1+x^2))
Use this function to create a plot of f(x) for 0≤x≤10 using matplotlib.pyplot
Code:
import matplotlib.pyplot as plt #importing packages
import numpy as np
def f(x): #function f which takes parameter x
return 1/(1+x**2) #computinf f(x) and returns the value
x=np.arange(0,11,1) #parameter1 start parameter2 end parameter 3 step size
#generate values from 0 to 10 using numpy arange will generate
list of numbers from start to end using step size
y=list(map(f,x))
#using map function call f map will take each value in list x and call the function with that value and stores the result
plt.plot(x,y) #finally plot the graph
plt.show()
Code and Output Screenshots:
Note : if you have any queries please post a comment thanks a lot..always available to help you..
Using python 3 Define a Python function that takes in a value (x) and evaluates f(x):...
i need Matlab code asap
Write a program that evaluates the function f(x) = tan’x + x - 2 between -27 and 27 in steps of 1/10 and plots the results. Create a function handle for your function, and use function feval to evaluate your function at the specified points. 2. Write a program that locates the zeros of the function f(x) = cos éx -0.25 between 0 and 27. Use the function fzero to actually locate the zeros of...
Python: using a stack, implement a function that takes in an arithmetic expression, and evaluates it, supported operations are + and -, which have same precedence. Note: one way to do it is to scan the entire expr pushing numbers onto val-stack and operations on op-stack until tokens in expr are done. Then, use a loop to pop two numbers from val-stack and one operation from op-stack, evaluate, and push results back to val-stack, until op-stack is empty.
Define a Python function that takes a list and returns the length of the list using map and sum.
Using python 3.6.0 Write a function, called cubic, which takes in two parameters, say x and y and computes the following formula: x3 + x + y and returns the computed value. Sample output 1: Enter x: 2 Enter y: 1 The value of the function is : 11 Sample output 2: Enter x: 1 Enter y: 3 The value of the function is : 5
must be python programming. consider function f(x) = sin(x) in the range of 0to pi. create a python code to calculate f’ (derivative of f(x)) in this range and plot these points. calculate the error at all the discrete points. Please do not use Numpy you can use matplotlib
Python code define a function car that takes 'swift' as a parameter function should count how many letters in the string function should return a dictionary where key is lower case alpha caracter and value is the number of times that character appears in sentence. ex- input- that big car is so expensive output- 't':1, 'h':1, 'a':2, 'b':1, 'i':3,......
3. Define the function f : R2 + R by 1 if x > 0 f(x) = { -1 if x >0 10 otherwise. and and X < y < x + 1, +1 < y < X + 2, Show that [ f(x,y) (da) \(dy) + | | f(x,y) A(dy) A(da). Why is this not a contradiction to Fubini's Theorem?
Problem 3. Define the function: 2+_ 0 if (z,y)#10.0) if (a,y)-(0,0) f(x, v)= (a) Graph the top portion of the function using Geogebra. Does the function appear to be continuus at 0? (b) Find fz(z, y) and fy(z, y) when (z, y) #10.0) (c) Find f(0,0) and s,(0,0) using the limit definitions of partial derivatives and f,(0,0)-lim rah) - f(O,0) d) Use these limit definitions to show that fay(0,0)--1, while x(0,0)-1 (e) Can we conclude from Clairaut's theorem that()-yr(x,y) for...
in python
A. Define a function called contains_only_integers() that takes a tuple, returns True if all the items in the tuple are integers(2), and returns False otherwise. For example, contains_only_integers (3, 5, 17, 257, 65537) ), contains_only_integers( (-1,) ), and contains_only_integers( ) should all return True, but contains_only_integers (2.0,4.0)) and contains_only_integers (8, 4, "2", 1)) should both return false. Your function should use a while loop to do this calculation. 121 Hint: the is instance() built-in function provides the most...
ANSWER USING PYTHON Write a recursive function that takes 2 sorted lists as arguments and returns a single, merged sorted list as a result. For example, if the two input lists are [0, 2, 4, 6, 8] and [1, 3, 5, 7, 9], the returned result should be [0, 1, 2, 3, 4, 5, 6, 7, 8, 9]. Remember that you can add lists in Python using the + operator ([0] + [1,2,3] = [0,1,2,3]) and can take slices of...