Q1. Construct a hexagon within the given circle with center O such that one of its vertex is at
point A
Q2. Construct an equilateral triangle within the given circle with center O such that one of its
vertex is at point P
Q3. Construct a square within a circle of diameter 2 cm
Q4. Construct a hexagon within a circle of radius 6 cm
Q5. Construct an equilateral triangle within a circle of diameter 10 cm
Q6. Construct a square within a circle of radius 4 cm
Q7. Construct a hexagon of side 4.5 cm inscribed in a circle
Q8. Construct an equilateral triangle of side 5 cm inscribed in a circle.
Q9. Construct a square of side 7 cm inscribed in a circle.
Q10. Construct an equilateral triangle within a circle of radius 6.5cm
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Q11. Find center of the circle below and construct an equilateral triangle inscribed in the
circle
Q12. Find center of the circle below and construct a hexagon inscribed in the circle whose
one of the vertex is at point P
Q13. Find center of the circle below and construct a square inscribed in the circle.
Q14. Construct a square of side 10.5 cm inscribed in a circle.
Q15. Construct an equilateral triangle of side 3.6 cm inscribed in a circle.
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Q16. Construct a hexagon of side 7.8 cm inscribed in a circle
Q17. Construct an equilateral triangle within a circle of diameter 10.8 cm
Q18. Construct a square within a circle of radius 4.4 cm
Q19. From the given hexagon construct an equilateral triangle inscribed in a circle.
Q20. Construct a square ABCD within the given circle.
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Answers:
A1.
A2.
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A3.
A4.
A5.
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A6.
A7.
A8.
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A9.
A10.
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A11.
A12.
A13.
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A14.
A15.
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A16.
A17.
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A18.
A19.
PRT is an equilateral triangle
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A20.
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