Effacer les filtres
Effacer les filtres

Hello I need help in this question

1 vue (au cours des 30 derniers jours)
Manav Divekar
Manav Divekar le 4 Nov 2021
Commenté : Manav Divekar le 4 Nov 2021
function [out] = sqrt_bywhile(x, inc)
sqrt = 0;
if ~exist('inc','var')
inc = 0.01;
end
inc1 = 0;
while sqrt <= x
sqrt = x^inc1;
inc1 = inc1+inc;
end
out = inc1-inc;
I am new to the matlab and working on while loops
I need to know how can I write a code for this.
Write a function sqrt_bywhile(x, inc) that estimates the square root of a number x. Start with an estimate of zero and gradually increase your estimate by inc at each step. Return an estimate whose square is equal to or less than x. Your estimate should be equal to the correct square root if the estimate can land on the correct value with the given inc (e.g., sqrt_bywhile(25,1) should return 5). Your estimate should be smaller than then correct square root if the estimate does not land on the correct value (e.g., sqrt_bywhile(24,1) should return 4 and sqrt_bywhile(26,1) should return 5). If inc is not given, use inc=0.01.
  • You must use a while loop to solve this problem.
  • Do not use for loops.
  • Do not use vectorized code.
  • Do not use the actual sqrt() function

Réponse acceptée

Image Analyst
Image Analyst le 4 Nov 2021
Modifié(e) : Image Analyst le 4 Nov 2021
Hint:
function sr = sqrt_bywhile(varargin)
x = varargin{1};
if length(varargin) > ...........
% code to get inc.
end
sr = 0; % Estimate of square root
while sr^2 < x
% code
end
I can't give you the full solution or you'd get in trouble for handing in my solution as your own.
  2 commentaires
Image Analyst
Image Analyst le 4 Nov 2021
In your new, edited question where you give your code, don't use sqrt as a variable name since it's the name of the sqrt function. Choose a different name for that variable.
And I'm not sure why you're raising sqrt to the inc1 power. The power should always be 2. You should be incrementing your estimate, the badly-named sqrt, not the power.
Manav Divekar
Manav Divekar le 4 Nov 2021
Thank you!

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