Question

draw a radius 3 cm and centre P. take a point Q on a circle . take another point R such that Q-P-R and d(Q, R)=10cm . draw tangents to the circle from point R.

please give me a correct answer otherwise I report you.

Answer 1

Answer:

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Step-by-step explanation:

1.Draw a circle with radius 3cm

2.Take a point P on the circle.

3.Through P, draw any chord PQ

4.Mark a point R either in major arc or in minor arc.

5.Join PR and QR

6.At P,construct ∠QPT equal to ∠PRQ on the opposite side of the chord PQ

7.Produce TP to T′ to get a straight line T, PT.

Answer 2

Step 1: Construct a circle of radius. 3cm with centre p

step 2: take pont Q on the circle and R in the exterior of the circle such that QR-10cm

Step 3: Draw segment QR=10cm Draw Seg perpendicular bisector of seg PR to get its midpoint N

Step 4): Draw a circle with radius of PN. and centre N.

Steps: Name the point of intersection of the two circles as A and B

Step 6: Draw line RA and line RB.

I hope it will help you

Thank you