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How is the vector AB⃗\vec{AB}AB expressed using the position vectors OA⃗\vec{OA}OA and OB⃗\vec{OB}OB?
A
AB⃗=OB⃗+OA⃗\vec{AB} = \vec{OB} + \vec{OA}AB=OB+OA
B
AB⃗=OB⃗−OA⃗\vec{AB} = \vec{OB} - \vec{OA}AB=OB−OA
C
AB⃗=OA⃗−OB⃗\vec{AB} = \vec{OA} - \vec{OB}AB=OA−OB
D
AB⃗=OA⃗+OB⃗\vec{AB} = \vec{OA} + \vec{OB}AB=OA+OB
Card 1 of 2
Vectors Proof Questions Flashcards
2 flashcards on CCEA GCSE Maths Vectors Proof Questions: the key formulae, methods and definitions you need to recall for Unit (M1–M4) and Completion Test Paper 1 and Paper 2 (M5–M8).