Question

Draw a circle with centre O and radius 3.2cm. take points A and B on circle such that AOB=60°. Let the bisector of AOB intersect the circle in point K. Draw a circle passing through K such that ray OA amd ray OB are tangents to it

Answer 1

Circle is Drawn

Step-by-step explanation:

Step 1 : Take a point O. Draw a circle of radius 3.2 cm using compass

Step 2 : Take any point A  & Join OA

Step 3 : Either draw an angle of 60 deg at AO or take length = OA = 3.2 cm and cut circle at point B ( Both will give ∠AOB = 60°)

AOB is an equilaterla Triangle

Step 4 : To Draw angle bisector Using compass draw arcs taking center A & B such that intersect at M  . Join OM sucg that it intersect circle at K

Step5 : Divide OK  such that OP : PK :: 2:1  ( draw an acute angle at OK at O . Take 3 equal length segment consecuitvely at angle drawn , join erd with K . Draw line prallel to that passing though 2nd & intersecting OK at P)

Step 6 : Using P Draw a curcle passing though K . OA & OB will be tangent

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Answer 2

Answer:

% perfect!!!

Step-by-step explanation:

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