W=400;Lb=5;Lc=3;% a)
D = (1:0.01:2.9);T = Lb*Lc*W./(D.*sqrt(Lc^2-D.^2));[t,d]=min(T);
Specifically, I need help finding the D values where T increases 10 percent above its minimum value. My initial approach was to try and find the indexes of the elements in D that are equal to 1466.67, which is 10 percent above the function's minimum value, then plug them into D to find out what values those indexes correspond to. I've searching on here, and have tried using the find() command and the ismembertol() command, to no avail. I am probably using them wrong anyways, and would greatly appreciate any help in solving my problem.
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