Q10. Prove that the points (-2,5), (0,1and (2,-3) are collinear.
Q11. Show that the points (2,1),(5,4),(4,7) and (1,4) are th

Q10. Prove that the points (-2,5), (0,1and (2,-3) are collinear.
Q11. Show that the points (2,1),(5,4),(4,7) and (1,4) are the vertices of a parallelogram.
012 Show that points (05) 1.2.2) (50) and (77) are the vertices of them​

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  1. Answer:

    three questions asked

    Step-by-step explanation:

    Let us first find the equation of a line passing through (-2,5) and (0,1).

    →(y−y

    1

    )=m(x−x

    1

    )

    →(y−5)=m(x+2)

    now (0,1) lies on this line

    →(1−5)=m(0+2)

    →m=−2

    equation of the line is y+2x=1

    now, the given three points are collinear if the third point lies on this line, i.e. (2,-3) lies on the line y+2x=1

    i.e. if -3+2(2)=1

    i.e. if 1=1

    which is true,

    hence these three points are collinear.

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