clc
clear all
f=@(x) 1-5*log10(x)-x^2;
fplot(f,[0 2])
for i=1:9
b(i)=f(i-1);
end
Avg=mean(b) % calculating average
fprintf('The average from 0 to 8 is %d\n',Avg);
Answer: The average from 0 to 8 is Inf
Numerical method For matlab For the following equation 20 Marks fx)-1-(5 log1o x)-x2 a. Plot the...
q2 please
find x1.x2.x3.x4 using matlab
&73 3:45 zain JO 4ll ring Q1 a function with the name "Area Circumference" to calculate the area and circumference tput) of a rectangle. Define the inputs of this function as required. (6marks) rite a manuscript to solve the following system of equations based on [A][x] =[b)]. Find x1, x2, . (5 Marks) 2x1+ x2-3 +2x4 4 x1+5x2-3ax3 +604 -2x1 +5a2-2r3 +6x4= 4 4x1+11x2-4x3+8x4 = 5 Q3: Having f(x) = 3x6-13x2 + 2x, Integratef...
Matlab help
1) Given the functions x1()= tu()-tuft-1) and X2(t)=10e-5,11(), do the following: 1. Plotx,(t) and x2(0) using MATLAB 2. Use MATLAB to find and plot x(0=x:@*.x2(t), where * denotes convolution. 3. Find x(t)=x;()*X2(1) by hand using Laplace transforms. 4. Plot the result of part 3 in MATLAB and compare it to that found in part 2. 2) Given the transfer function shown below, do the following: 1. Find the system's impulse response and plot it using MATLAB 2. Repeat...
The first two parts should be solved by Matlab. This is from an
intro to Numerical Analysis Class and I have provided the Alog 3.2
in below. Please write the whole codes for me.
Alog3.2
% NEWTONS INTERPOLATORY DIVIDED-DIFFERENCE FORMULA ALGORITHM
3.2
% To obtain the divided-difference coefficients of the
% interpolatory polynomial P on the (n+1) distinct numbers
x(0),
% x(1), ..., x(n) for the function f:
% INPUT: numbers x(0), x(1), ..., x(n); values f(x(0)),
f(x(1)),
% ...,...
q3 please using matlab
zain Jo. Ø 73 3:45 • nering Q1: a function with the name "Area Circumference to calculate the area and circumference tput) of a rectangle. Define the inputs of this function as required. (6marks) Write a manuscript to solve the following system of equations based on (A]x] =[b]. Find x1, x2 4. (5 Marks) 2x1 + x2-03 + 2x4 = 5 4x1 +5x2-3x3 + 6x4 = 9 -2x1 +5x2 - 2.03 + 6x4 = 4 4x1...
Question 4 [35 marks in totalj An n x n matrix A is called a stochastic matrix if it! satisfies two conditions: (i) all entries of A are non-negative; and (ii) the sum of entries in each column is one. If the (,) entry of A is denoted by any for ij € {1, 2,...,n}, then A is a stochastic matrix when alij 20 for all i and j and I j = 1 for all j. These matrices are...
matlab only!
Question 1 Plot the following: 0SXS10T, with increments of 0.1 T fx) x2sin(x) Use a green dashed line type with square markers. Add x and y axis titles of 'x axis' and 'x2sin(x) Do not add a title to the plot.
Question 1 Plot the following: 0SXS10T, with increments of 0.1 T fx) x2sin(x) Use a green dashed line type with square markers. Add x and y axis titles of 'x axis' and 'x2sin(x) Do not add a...
Function driver and script file please
4) The polynomial f (x)-0.0074x*-0.284x3+ 3.355x2 12.183x +5 has a real root between 15 and 20. Apply the Newton-Raphson method to this function using an initial guess of xo-16.15. Explain your results. 5) Use the roots MATLAB function to find the roots of the polynomial x x-1-0. Compare your answer to the answer you derived in in question 1. 6) Write the following set of equations below in matrix form. Use MATLAB to solve...
Please follow following
scripts:
Script for part A:Script for Part
B:
Matlab Exercises 1. Find the determinant (command: det(A)) and the condition number (command: cond(A)) of the Hilbert matrix H of order k (command: hilb(k)), for k = 1,2, ..., 10. Plot the determinant and the condition number as a function of k using a logarithmic scale for the vertical axis. Hint: The template to help you with this homework assignment is homework/hw15.m. 2. Determine if y is in the...
Solve the following equations graphically and numerically using roots function on matlab a) x ^ 5 - 3x ^ 3 + 2x ^ 2 - 1 = 0 b) exp(exp(-x)) -5 x^2=0
using matlab(applied numerical)
7. (5 points) Create a 4x6 matrix of random integers, each in the range from -5 to 5; store it in a variable, ΥΧ. (a) Find the absolute value of rx. (b) Find the smallest and highest numbers in rx. (c) Find the sum of the row and sum of the columns of rx. Hint: use abs, min, max, and sum. 7. (5 points) Create a 4 x 6 matrix of random integers, each in the range...