Download 20 responsive Free E-Commerce Template 2017
Are you looking some best E-Commerce Template? Then see the following free and responsive E-Commerce template and download now.
Views:
Maniruzzaman Akash, A programmer, A web programmer, a helpful person to share knowledge and everything..
<script>
if(window.location.href == 'old_url')
{
window.location.href="new_url";
}
//More url's redirect
if(window.location.href == 'old_url2')
{
window.location.href="new_url2";
}
</script>
<script>
if(window.location.href == 'https://test.com')
{
window.location.href="https://another.com";}
//More url's redirect
if(window.location.href == 'https://test.com/new-post')
{
window.location.href="https://another.com/duplicate-post";}
</script>
%Function f = @(x) 5 * x^4 - 2.7 * x^2 - 2*x + 0.5; l = input('Enter Lower Limit : '); u = input('Enter Upper Limit : '); previous_approximation = 0; f_l = feval(f, l); f_u = feval(f, u); root = u -((f_u * (l-u))/ (f_l - f_u)); given_absoulte_error = input('Enter absolute error : '); absolute_error = abs((root - previous_approximation) / root ) * 100; previous_approximation = root; while(absolute_error > given_absoulte_error) f_l = feval(f, l); f_u = feval(f, u); f_root = feval(f, root); if(f_l * f_root > 0) l = root; else u = root; end; f_l = feval(f, l); f_u = feval(f, u); root = u -((f_u * (l-u))/ (f_l - f_u)); absolute_error = abs((root - previous_approximation) / root ) * 100; previous_approximation = root; fprintf('Root %f Error %f\n', root, absolute_error); end; disp('-------------------------------'); fprintf('Final Root = %f and absolute error = %f', root, absolute_error);