Question

draw 2 intersecting lines to include an angle of 30 degrees. use a ruler and a pair of compass to locate points which are equidistant from these lines and also 2 cm away from their point of intersection. how many such point exist ..... plzz show this wth a diagram photo fast

Answer 1

Draw two intersecting lines which intersect at 30°. Now draw their locus by bisecting the angle 30° and 150° as shown in figure. Note taking radius 2 cm draw a circle that cuts the locus for points.

Refer the image.

Hope it helps.

Answer 2

We got 4 Such points which are equidistant from lines and 2 cm away from point of intersection

Step-by-step explanation:

Step 1 : Draw a line AB   Take a point O on this

Step 2 : Draw an angle of 30 deg using protector at O on OA and extend both sides and mark ends as C & D

we have two intersecting lines AB & CD intersecting at O including angle 30 deg

Step 3 : Using compass taking some width , using O as center cut OA & OC at P & Q

Step 4 : Taking some compass width Taking P & Q centres draw arcs intersecting at M

Step 5 : join OM and extend on both sides

Step 6 : From O take length of 2 cm on both sides on line drawn in step 5

Step 7 : Repeat step 3 to 6 using OA & OD

We got 4 Such points which are equidistant from lines and 2 cm away from point of intersection

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