Question

Construct a tangent to a circle with centre P and redius 3.2 cm at any point M on it

Answer 1

Answer:

Given: The radius of the circle=3.2cm.

Construction:

(i) With O as the centre, draw a circle of radius 3.2cm.

(ii) Take a point P on the circle.

(iii) Through P, draw any chord PQ.

(iv) Mark a point R distinct from P and Q on the circle so that P, Q and R are in counter clockwise direction.

(v) Join PR and QR.

(vi) At P, construct ∠QPT=∠PRQ.

(vii) Produce TP to T' to get the required tangent line T'PT.

Explanation:

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Answer 2

Answer:

In this question, we are required to construct a tangent to the circle with centre P.

The given radius is 3.2 cm ;

We will draw the tangent to given circle any point M on it.

Firstly, we will be drawing the circle, of the given radius 3.2 cm. with the centre at at P.

Then we will be constructing the tangent at some point M on it, as attached in the diagram.

Here in the diagram, we can clearly see that the tangent PQ has been drawn to the point M on the circle.

Explanation: