Question

1) Draw a circle with centre O and radius 3.2 cm. Take points A and B on the circle
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such that ZAOB = 60°. Let the bisector of Z
ZAOB intersect the circle in point k.
Draw a circle passing through K such that ray OA and ray OB are tangents to it.
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Answer 1

A circle drawn and ∠AOB = 60°  and bisector drawn

Step-by-step explanation:

Step 1 : Draw a circle with centre O and radius 3.2 cm using compass

Step 2 : Mark a Point A on circle

Step 3 : Draw angle of 60 deg at O on AO and extend till it cut circle at B

Step 4 : using compass taking some length draw an arc taking A as center

Step 5 : using compass keeping same length as in step 4 draw an arc taking B as center such that it intersect arc drawn in step 4 at M

Step 6 : Join OM such that intersect circle at K

Step 7 : Taking K as center and taking length = KA = KB , draw an circle using compass

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Answer 2

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