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A: I am attaching image so that you understand each and every step.
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A: The volume of tetrahedron can be calculated using scalar triple product of u,v,w.
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Q: For a given number n, to create a mask for trailing zeros, we can use the expression: (n & – n) – 1
A: For a given number n, to create a mask for trailing zeros, we can use the expression: (n & - n) ...
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A: We know, d/dx (xn)= nxn-1, for any real number n. d/dx(u(x)v(x))= v(x)*d/dx(u(x))+u(x)*d/dx(v(x))
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A: Volume of a tetrahedron with adjacent edges given by the vectors u,v,w is given by, V= |u.(v×w)|/6
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