I did not watch the video through to the end so I am not sure if a general rule was derived. If not, I just derived a formula for intersect product in terms of standard operations : IntP(A,B)=(A^2-A)(B^2-B)/4, where IntP(A,B) is the product of A and B in intersection math.
I did not watch the video through to the end so I am not sure if a general rule was derived. If not, I just derived that a formula for intersect product in terms of standard operations : IntP(A,B)=(A^2-A)(B^2-B)/4, where IntP(A,B) is the product of A and B in intersection math.
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I did not watch the video through to the end so I am not sure if a general rule was derived. If not, I just derived a formula for intersect product in terms of standard operations : IntP(A,B)=(A^2-A)(B^2-B)/4, where IntP(A,B) is the product of A and B in intersection math.
hellknight1212 6 months ago
I did not watch the video through to the end so I am not sure if a general rule was derived. If not, I just derived that a formula for intersect product in terms of standard operations : IntP(A,B)=(A^2-A)(B^2-B)/4, where IntP(A,B) is the product of A and B in intersection math.
hellknight1212 6 months ago