OA(vector) a, OB(vector) b and O is the origin OX OA(vector) and OY(vector) OB(vector) a i Find Bx in terms of , a and b ii Find AY(vector) in terms of , a and b b 5 BP(vector) 2 BX(vector) and AY(vector) 4 PY(vector) i Find OP(vector) in terms of , a and b ii Find OP(vector) in terms of , a and b ...

Answer a i Bx a b ii AYvector b a b i OPvector a 5b ii OPvector b 4a iii ...

OA(vector) = a, OB(vector) = b and O is the origin. OX = OA(vector) and OY(vector) =

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OA(vector) = a, OB(vector) = b and O is the origin.

OX = λOA(vector) and OY(vector) = µOB(vector).

a. i. Find Bx in terms of λ, a and b.

ii. Find AY(vector) in terms of µ, a and b.

b. 5 BP(vector) = 2 BX(vector) and AY(vector) = 4 PY(vector).

i. Find OP(vector) in terms of λ, a and b.

ii. Find OP(vector) in terms of µ, a and b.

iii. Find the value of λ and the value of µ.

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Cambridge IGCSE And O Level Additional Mathematics Coursebook

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Authors: Sue Pemberton

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OA(vector) = a, OB(vector) = b and O is the origin. OX = OA(vector) and OY(vector) =

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Cambridge IGCSE And O Level Additional Mathematics Coursebook

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