the visualisation has an error, it should be
C = @(x) real(-sqrt(R^2-(x-T(1)).^2) + T(2)); % Lower half circle
Thanks Gunther. The function does produce the correct graphic, but only when T(1)=0 as in my example.
Is there any special in Test 3?
don't know why the assertions fail.
The solution is correct.
If you look at the example posted in the problem description, you will see that the return argument should be a two element row vector.
Create a vector whose elements depend on the previous element
Area of an Isoceles Triangle
Sum of diagonals elements of a matrix
What are the odds?
Return the Fibonacci Sequence
Find the repeating decimal pattern!
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