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Exact(5)
The parameter a can also be obtained through the gradient of the system curve, which intersects the measured values of the membranes at exactly one point.
Since (a' neq a), the lines (L_{1}) and (L_{2}) have different slopes and hence intersect at exactly one point, and therefore this point of intersection must be P.
We do not give the detail, but observing that in the (py) plane, for each slope (m<0), the half line (y=mp), (p>0), meets the graph (y=H(p)) at exactly one point, we can deduce that the function (H) satisfies (A6)(_{scriptscriptstyle -}).
Steinhaus asked if it were possible to make a set such that no matter how you placed the grid on the plane, the grid and the irregular set always intersect at exactly one point.
Thus, the hypotenuses being diameters meet (intersect) at exactly one point -- the center of the circle!
Similar(55)
Moreover, F 0 contains exactly one point.
Moreover, ω w ( x n ) consists of exactly one point.
and ω w ( x n ) consists of exactly one point.
Moreover, ω Δ ( { x n } ) consists of exactly one point.
Furthermore, ω w (x n ) consists of exactly one point.
Then (A({x_{n}})) consists of exactly one point.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com