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Vectors and Scalar

M is the midp...

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M is the midpoint of the straight line AB. If the position vectors of A and B be a and b respectively, determine the position vector of M.

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Q. The position vector of the points $A$ and $B$ are respectively

¯ a

¯ b

A B

3 : 1

Q

iis the midpoint of

A P

. The position vector of

Q

\to a

\to b

are position vectors of point s A and B respectively, then the position vector of points of trisection of AB

\to a

\to b

are position vectors of

A

B

respectively, then the position vector of a point

C

A B

produced such that

- - \to A C = 3 - - \to A B

\vec{a} a n d \vec{b}

are the position vectors of A and B respectively, then the position vector of a point C on AB produced such that

\vec{A C} = 3 \vec{A B} is______________________.

\to a

\to b

are position vectors of

A

B

respectively, then the position vector of

C

- - \to A B

produced such that

- - \to A C = 3 - - \to A B

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