How do i delete red box?

is there any solution to not showing that red box?

i tried type ; every last of sentences and i couldnt find..

function A=work5(x)
m=1;
fun =@(n) log(n)./(n.^2);
fun2 =cube=@(n)(factorial(n))/(n.^n);
y = 10:10:160;
for k = y
  
  n=1:k;
  a= sum(nthroot(n.^2,5)./((3.^n).*(n+1)));
  A(1,m)=a;
  
  a= sum((3*n.^2+n)/(2*n.^4+nthroot(n,2)));
  A(2,m)=a;
  
  a= sum((nthroot(37,2)*n.^3)/((2*n.^3)+(3*n.^2)));
  A(3,m)=a;
  
  a=sum(fun(n));
  A(4,m)=a;
  
  a=sum(fun(n));
  A(5,m)=a;
  
  m=m+1;
  
end
fprintf('k-sum\t\t%-10s\t%-10s\t%-10s\t%-10s\t%-10s\n','series a)','        series b)','        series c)','        series d)','        series e)');
fprintf('%-d-sum\t\t%18.16f\t%18.16f\t%18.16f\t%18.16f\t%18.16f\n',[y; A]);
end

Answer 1

[Star Strider]

You forgot one semicolon.

That is the one following the function call itself:

A=work5(x);

Add it, and the problem should be resolved.

.

[Ann Lee]

thank you!!!!

[Star Strider]

As always, my pleasure!

Answer 2

[Voss]

Put a semicolon at the end of the line where you call work5()

x = 0.5;
A=work5(x); % semicolon here to suppress output

k-sum		series a) 	        series b)	        series c)	        series d)	        series e)
10-sum		0.2360917042622818	0.0183477336900002	2.6037130567248910	0.6185026440390786	0.6185026440390786
20-sum		0.2360935069156409	0.0046901266642478	2.8014162630672139	0.7414543314498736	0.7414543314498736
30-sum		0.2360935069373981	0.0021024390062099	2.8760197072997613	0.7927133235796062	0.7927133235796062
40-sum		0.2360935069373984	0.0011879757954263	2.9152273498982542	0.8214707392666620	0.8214707392666620
50-sum		0.2360935069373983	0.0007624261816455	2.9394033796823531	0.8400856497460111	0.8400856497460111
60-sum		0.2360935069373983	0.0005304643434289	2.9558025281112354	0.8532083972941535	0.8532083972941535
70-sum		0.2360935069373983	0.0003902616907145	2.9676576344553687	0.8630014494171609	0.8630014494171609
80-sum		0.2360935069373983	0.0002991030456768	2.9766276503926639	0.8706140035662616	0.8706140035662616
90-sum		0.2360935069373983	0.0002365196042555	2.9836515597777193	0.8767161095759303	0.8767161095759303
100-sum		0.2360935069373983	0.0001917055505272	2.9893007392892499	0.8817261267819699	0.8817261267819699
110-sum		0.2360935069373983	0.0001585190387434	2.9939428224039832	0.8859194142887463	0.8859194142887463
120-sum		0.2360935069373983	0.0001332595661518	2.9978250830782560	0.8894849752852432	0.8894849752852432
130-sum		0.2360935069373983	0.0001135896806734	3.0011199661058376	0.8925570525004751	0.8925570525004751
140-sum		0.2360935069373983	0.0000979740413573	3.0039514025437972	0.8952337438272375	0.8952337438272375
150-sum		0.2360935069373983	0.0000853704311945	3.0064107493745813	0.8975884770604837	0.8975884770604837
160-sum		0.2360935069373983	0.0000750512206079	3.0085668320159584	0.8996773562961806	0.8996773562961806

function A=work5(x)
m=1;
fun =@(n) log(n)./(n.^2);
% fun2 =cube=@(n)(factorial(n))/(n.^n);
y = 10:10:160;
for k = y
  
  n=1:k;
  a= sum(nthroot(n.^2,5)./((3.^n).*(n+1)));
  A(1,m)=a;
  
  a= sum((3*n.^2+n)/(2*n.^4+nthroot(n,2)));
  A(2,m)=a;
  
  a= sum((nthroot(37,2)*n.^3)/((2*n.^3)+(3*n.^2)));
  A(3,m)=a;
  
  a=sum(fun(n));
  A(4,m)=a;
  
  a=sum(fun(n));
  A(5,m)=a;
  
  m=m+1;
  
end
fprintf('k-sum\t\t%-10s\t%-10s\t%-10s\t%-10s\t%-10s\n','series a)','        series b)','        series c)','        series d)','        series e)');
fprintf('%-d-sum\t\t%18.16f\t%18.16f\t%18.16f\t%18.16f\t%18.16f\n',[y; A]);
end