How do I plot an integral of a function as a function?

I have the following code:

for t=1:1:200
fun = @(n) -2*((v0+v1*K1K2*n.^2)./(1+K1K2*n.^2)-(gamma*n))./((v0+v1*K1K2*n.^2)./(1+K1K2*n.^2)+(gamma*n));
phi= @(x) integral( @(n) fun(n),0,x);
scatter(t,phi(t))
plot(t,phi(t))
line(t,phi(t))
hold on
end

The "scatter" will plot, but not the curve connecting them (which is what I am really interested in).

Answer 1

[Steven Lord]

This plots 200 separate scatter plots and 400 line plots (200 from plot, 200 from line) each of which consists of exactly one point.

I can think of two options offhand that will let you do what you want. The first is to store the data into a vector inside the for loop and scatter and/or plot after the loop is complete. The second is to create an animatedline before you enter the for loop and addpoints into that animatedline inside the loop.