1. Given the parallelogram EFGH, express EG as the difference of two other vectors. E F H 2. If à = (3,-8,7) and ✓ = (-9
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1. Given the parallelogram EFGH, express EG as the difference of two other vectors. E F H 2. If à = (3,-8,7) and ✓ = (-9
1. Given the parallelogram EFGH, express EG as the difference of two other vectors. E F H 2. If à = (3,-8,7) and ✓ = (-9,5, -6). Determine 3 à -25. = 3. If X(1,9, 11) and Y(3,-5, 6) are two points in R3, determine the following: a) - YX b)|XY c) The components of a unit vector in the same direction as YX.
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