The Riemann hypothesis conjectures that every non-trivial root of the zeta function has a real part equal to this.
The Riemann hypothesis conjectures that every non-trivial root of the zeta function has a real part equal to this. Multiplying this number by the quantity one plus the cosine of two x is equal to cosine squared of x. Using Heron's formula requires one to multiply the (*) perimeter of the triangle in question by this number, and finding the square root of a number is equivalent to taking it to this power. For 10 points, identify this number, equal to the sine of thirty degrees.
The Riemann hypothesis conjectures that every non-trivial root of the zeta function has a real part equal to this.
{one}-{half} [or {1/2}]