1)The line x+2y-8=0 meet x and y axis at point A and B respectively. If m is the meeting point of a and b and has co-ordinates (11/4) - (1/2)
a)show that
i) P lies on the perpendicular bisector AB
ii) /PM/ = /OP/ where Q is the origin

b)Find d equation of the LOCUS of all points in the plane where distance from P is /PM/

2a)Particles A & B start simultaneously from points which have position vectors 11I + 17J - 14k, -9I +9J -32K,respectively. The velocity of A and B are constant and are represented by 6I -7J + 8K and 5I - 3J + 7K respectively. Show that A and B will collide. A third particle C moves such that it's velocity relative to A is parallel to the vector 2I + 3J + 4K and it's velocity relative to B is parallel to the vector I + 2J + 3K. Find the velocity of C and it's initial position if all three particles collide simultaneously.

2b) If ----> = [2] ---> = [-4] ---> = [7]
OP [3], OQ. [5 ], OR [-1]

Find (I)----> (ii) -----> (iii) ------->
QP RP RQ



Someone please solve. Thanks in advance

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Is this ur assignment?

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mike404:
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imbless:
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mascot87:
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Spybradd:


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mascot87:


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Spybradd:


come join me in ma ocean liner at atlantics,we gat lotsa leftover assorted foods and drinks and we toss some overboard to da dolphins and baracudas.....i cud reserve some for ya,ya know...
again,MASSIVE_DONKEY87

Cow

mascot87:


Cow

CHIMPANZEE

If I solve it, do u expect me to start typing the procedures