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HWK-INT 359.pdf

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Answered Same Day Nov 04, 2021

Solution

Rajeswari answered on Nov 05 2021
128 Votes
47154 Assignment
1)
a) Draw equal length arcs from A and B on either side of line AB extended.
From those points draw with equal lengths two arcs and join A with the co
esponding cut and extend and similarly for B. Now we are assured that angles are 90 degrees. Now with compass measure AB, and cut D such that AD =AB. Similarly from B cut C such that BC = CD. ABCD is a square because each angle is 90 and all sides are equal.
)
Since meeting of diagonals of the square would be the centre of the circle it is sufficient to draw perpendicular bisector EF and extend it. The vertices are C and D. Now ACBD is an inscribed square. (Because each angle is 90 degrees and hence both diagonals are diameters and intersection is the centre)
2) a)
We find that the central vertical line is the line of symmetry...
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