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May
14
comment How do you use the gradient to find $n$?
@Walter, whenever $x^2 + y^2 < 1$ it represents a radius, but that's not a helpful way of thinking about it in general. In this particular case, your surface $C$ is a hemisphere of radius 1.
May
14
comment How do you use the gradient to find $n$?
@Walter, what is your definition of $z$? Given that, what can you conclude about $\sqrt{x^2 + y^2 + z^2}$?
May
14
reviewed Close cardinality of a set with repeating elements?
May
14
answered How do you use the gradient to find $n$?
May
14
reviewed Approve suggested edit on How do you use the gradient to find $n$?
May
11
comment Finding the mid-point of a B-spline curve.
It's worth adding that "the mid-point" of a Bézier curve is ambiguous (the point $t=0.5$ or the point which splits the curve length equally), but that due to the symmetry of this particular case the two must coincide.
May
11
comment Finding the mid-point of a B-spline curve.
@bubba, given the context, "B spline" without further qualification can safely be assumed to mean uniform non-rational B-spline.
May
10
reviewed Close Finding number of functions in set A
May
10
comment Possible Playable Chords on a Guitar
What is a "combination of at least 3 possible notes"? Does that mean that 3 to 6 strings are strummed? And does your definition of "chord" implicitly require concordance?
May
9
comment Spherical geometry - relating angles of lunes and segments of great circles
It might be simpler to define $\varphi$ as the angle $NC\frac{A+B}2$ where $N$ is the pole.
May
9
awarded  Custodian
May
9
reviewed Reviewed Probability of Couples
May
9
reviewed Leave Closed What is the probability that both the fuses are defective?
May
9
revised Functional Equation help
Correct table for consistency with explanation
May
9
reviewed Close (3n,n)-Turán graph
May
9
reviewed Close Functional Equation help
May
9
reviewed Close Design of experiments. Please provide the data layout.
May
8
awarded  Custodian
May
8
reviewed Leave Closed L'Hopitals Rule
May
8
reviewed Looks Good Existence of limit of $\lim_{n \to \infty}\sum_{i=0}^{[n/2]} \frac 1 n f \left(\frac i n \right)$!