For ten points, identify this number equal to the number of vertices of an 2octahedron and the cube root of 216.
This number is equal to the magnitude of the gradient of xy + yz at the point (1, 4, 1). The trigonal trapezohedron has thisx3many faces, and the volume of a tetrahedron with side length x is THISÂ·√2 . Theintegral from 2 to 5 of x2 is three more than the square of this number. Thisnumber is equal to the dot product of the vectors ⟨5,2⟩ and ⟨4,−7⟩.   Thegeometric mean of 24 and this number is 12, and the sine of π over this numberis 1 . For ten points, identify this number equal to the number of vertices of an 2octahedron and the cube root of 216.
This number is equal to the magnitude of the gradient of xy + yz at the point (1, 4, 1).
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