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The cross product is AB=|ijka00bc0|=⟨0,0,ac⟩. As predicted, this is a vector pointing up or down, depending on the sign of ac. Suppose that a0, so the sign depends only on c: if c0, ac0 and the vector points up; if c
1:58 3:06 Them. So we can do shift vector this is above the number. Five. Okay and here you can see the uh.MoreThem. So we can do shift vector this is above the number. Five. Okay and here you can see the uh.
2:40 3:54 And 16 times our X this would give us to 43 Is equal to 16. X now all we have to do to get X byMoreAnd 16 times our X this would give us to 43 Is equal to 16. X now all we have to do to get X by itself is divide both sides by 16. Lets cancel out and this gives us x.
6:06 7:03 Lets press equal okay this is your answer so equal to so answer is here is minus I thats minus oneMoreLets press equal okay this is your answer so equal to so answer is here is minus I thats minus one and then minus 10 J. And then minus 7K all right so thats minus I minus 10 G. And minus 7K.
What is the cross product rule? - Multiply one fractions numerator by anothers denominator, then multiply the first fractions denominator by seconds numerator. -Know the difference between cross product and direct product. -Equal products indicate equivalent fractions.
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The cross Multiplication method is mostly used to find the unknown variable in an equation. By cross multiplying the given expression or fractions, we multiply the numerator and denominator. Note: Cross multiplication is not applicable if any of the denominators (b and d) is equal to zero.
2:10 3:06 Press enter. And there you go two six oh sorry lets do that. Again shift 5 3 times shift 5 4 equalsMorePress enter. And there you go two six oh sorry lets do that. Again shift 5 3 times shift 5 4 equals and so thats negative 2 press equals.

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