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Lines Passing through Origin

24. Plot the ...

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24. Plot the points p (2,_3)on the graph paper and from it draw a pm and pn perpendicularly to the x axis and the y axis respectively write the co ordinate of m and n

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Q. Plot the point

P (2, - 6)

on a graph paper and from it draw

P M

P N

perpendiculars to

x - a x i s

y - a x i s

, respectively. Write the coordinates of the points

M

N

Q. Plot the P(−2, 3), Q(4, −3), R(−1, −4) and S(1, −2) on a graph paper. Draw line PQ and line RS and write down the co-ordinates of the point of intersection. Also write co-ordinate of the point where line RS cuts the Y-axis.

Q. Plot the point

A (5, - 7)

A

A M

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N

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Q. Draw the graphs representing the equations 4x +3y=24 and 3y=4x + 24 on the same graph paper . Write the Co-ordinate of the point of intersection of these and find the area of the triangle formed by these lines and the X-axis.

Q. Using graph paper and taking

1 c m = 1

unit along both

x

y

-axis.
(i) Plot the points

A (- 4, 4)

B (2, 2)

A

B

in the origin to get images

A^{'}

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A^{'}

B^{'}

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A B A^{'} B^{'}

(v) Draw and name its lines of symmetry.

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