write your own cos function that guarantees precision to 8 decimal places. Do not use built in Matlab functions cos, factorial, or power (^).
// Function for calculation
void cal_cos(float n)
{
float accuracy=0.0000001, x1, denominator, cos x, cos val;
// Converting degree to radian
n=n*(3.142/180.0);
x1=1;
//maps the sum along the series
cos x=x1;
//holds the actual value
cos val=cos(n);
int i=1;
do
{
denominator= 2 * i * i (2 * i - 1);
x1= -x1 * n* n/ denominator;
cos x= cos x + x1;
i= i + 1;
}while(accuracy<=fabs(cos val - cos x));
cout<<cos x;
}
write your own cos function that guarantees precision to 8 decimal places. Do not use built...
MATLAB Use the Taylor series cos(x)-1-to compute cos(x) to four decimal places (by comparing the value with the matlab built-in function for cos). How many iterations does it take to get to 4- decimal place agreement? (hint: help factorial) 2! 4! 6!
in matlab please and do not use while or for ty for your time 4. Write the function ExpSeries that will take a real number x as input, and return the result of the following summation: rrr? r? rº + + 0! 1!2! 3! 9! + + You can use the built-in function factorial. This series actually approximates the function et. You can check your function by comparing its result with that of the built- in function exp.
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P2) Write a MATLAB function myLinReg Username that is defined below. Use the in-built MATLAB function sum( ) to ease your programming (you are NOT allowed to use polyfit() and polyval()). Test the output of this function with the results obtained by hand for P1. Submit printout of program and a screenshot of the command window showing the results for P1. function [coeffvec, r2]-myLinReg_Username (xi,yi) %Function file: myLinReg-Username .m Purpose : 8 To obtain the parameters of a L.S. linear...
Use your calculator to find the values of the following trigonometric function to four decimal places. [8 pts.] Hint: Your calculator should be in radian mode. (radian) a. sin38° b. cos21° c. tan32.7° d. sin 200° e. sin 6 p f. tan 4 p 5 g. cos ( p /18) h. sin 3 p/10
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Write functions for the specified root finding methods. Include a comments in each function that notes the inputs and outputs. Use Cody Coursework to help guide writing your functions. You may not use built-in MATLAB methods for root-solving such as fzero.l] Part A: Write a function that implements the bisection method for root-finding. Part B: Write a function that implements the secant method for root-finding Write functions for the specified root finding methods. Include a comments in each function that...