Mathematics, 23.03.2021 14:00, neariah24

Four points, O, A, B and C are such that OA→= 10a,
OB→= 5b,
OC→= 4a+ 3b.
Find AB→ and BC→ in terms of a and b and hence show that A, B and C are collinear.
note: the arrow sign mean vector.

Answers: 3

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Four points, O, A, B and C are such that OA→= 10a,
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Find AB→...

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Four points, O, A, B and C are such that OA→= 10a, OB→= 5b, OC→= 4a+ 3b. Find AB→ and BC→ in terms of a and b and hence show that A, B and C are collinear. note: the arrow sign mean vector.

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Four points, O, A, B and C are such that OA→= 10a,
OB→= 5b,
OC→= 4a+ 3b.
Find AB→ and BC→ in terms of a and b and hence show that A, B and C are collinear.
note: the arrow sign mean vector.