Arrange the steps in correct order to construct the circumcenter of a circle?

1. the point where they meet 'O' is the circumcenter.

2. Take the distance OA(or OB or OC) as radius and draw a circle.

3.Draw Triangle $△$ ABC.

4. Draw the perpendicular bisectors for any two sides.

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Solution

The correct option is C
3-4-1-2

Correct order:

1.Draw Triangle $△$ ABC.

2.Draw the perpendicular bisectors for any two sides.

3. the point where they meet 'O' is the circumcenter.

4.Take the distance OA(or OB or OC) as radius and draw a circle.

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Similar questions

Find the correct order for constructing an incircle for triangle $△$ ABC:

1.Draw a perpendicular from I to any side to a point D.

2.The angular bisectors intersect at the incenter I.

3.Draw the angular bisectors of $∠$ A and $∠$ B.

4.Take ID as the radius and draw a circle.

5.Construct triangle $△$ ABC.

Draw a circle of radius 4 cm. Draw any two of its chords. Construct the perpendicular bisectors of these chords. Where do they meet?

Q. The image of construction of two tangents inclined at

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drawn to a circle of radius of 4cm is given below.

Arrange the steps of construction the in correct order.
1.Take a point A on the circumerence of the circle and join OA. Draw a perpendicular to OA at point A.
2.Draw radius OC, making an angle of

120^{\circ} (180^{\circ} - 60^{\circ})

.
3.Draw a circle of radius 4cm and mark its centre as O.
4.Draw a perpendicular to OC at point C.Let both the perpendiculars intersect at point P. PA and PC are the required tangents inclined at an angle of

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On a circle of radius 3 cm draw its two chords. Then construct the perpendicular bisector of these chords. Where do they meet? [4 MARKS]

Steps for the construction of a 30° angle.

Choose the correct order.

1: Draw a ray OA.

2: With B as centre and the same radius as before, draw another arc to cut the previous arc at C.

3: Draw the bisector OE of ∠AOD.

4: Join OC and produce it to D.

5: With O as centre and any suitable radius draw an arc above OA cutting it at a point B.

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Arrange the steps in correct order to construct the circumcenter of a circle? 1. the point where they meet 'O' is the circumcenter. 2. Take the distance OA(or OB or OC) as radius and draw a circle. 3.Draw Triangle △ABC. 4. Draw the perpendicular bisectors for any two sides.

The correct option is C 3-4-1-2 Correct order: 1.Draw Triangle △ABC. 2.Draw the perpendicular bisectors for any two sides. 3. the point where they meet 'O' is the circumcenter. 4.Take the distance OA(or OB or OC) as radius and draw a circle.

Arrange the steps in correct order to construct the circumcenter of a circle?

1. the point where they meet 'O' is the circumcenter.

2. Take the distance OA(or OB or OC) as radius and draw a circle.

3.Draw Triangle $△$ ABC.

4. Draw the perpendicular bisectors for any two sides.

The correct option is C
3-4-1-2

Correct order:

1.Draw Triangle $△$ ABC.

2.Draw the perpendicular bisectors for any two sides.

3. the point where they meet 'O' is the circumcenter.

4.Take the distance OA(or OB or OC) as radius and draw a circle.