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Home > Documents > AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i...

AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i...

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Page 1: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 2: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 3: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 4: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 5: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 6: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 7: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 8: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 9: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 10: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 11: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 12: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 13: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 14: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.
Page 15: AISTA.B=AxBx+AyBY+AzBz 2 (vector IsJ1,c IAI IBI sineê Ax B = (AyBz-AzBy, AzBx-AxBz, AxBy—AyBx) i BxByBz BxBy 1) (9-rr/2) A. B 00 5) i.i-j.j=k.k (i, j, 6) A = Axi+AyJ+Azk, B = A.

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