Show that the order of addition of three vectors does not affect their sum. Show this property
Question:
Show that the order of addition of three vectors does not affect their sum. Show this property by choosing any three vectors A, B, and C, all having different lengths and directions. Find the sum A + B + C then find their sum when added in a different order and show the result is the same. (There are five other orders in which A, B, and C can be added; choose only one.)
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To demonstrate the commutative property of vector addition we can consider three vectors A B and C w...View the full answer
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