Question

radius of a circle is 4 cm and the length of chord of circle is 6 cm then the distance of the chord from the center is​

Answer 1

Answer:

24

Explanation:

24 cm is the ans heloo

Answer 2

Explanation:

MATHS

Draw a circle of radius 4 cm and construct chord of length 6 cm in it. Draw a radius perpendicular to the chord from the centre. Construct tangents at the ends of the chord and the radius.

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ANSWER

Steps of construction:

1) Draw a circle of radius 4cm with centre O

2) Take any point P on the circle and draw a chord PQ of length 6cm.

3)From P cut the line PQ at 3cm (mid-point).

4) Join O and the midpoint and extend this line till it intercepts the circle at R.

5) OR is the radius perpendicular to chord PQ.

6)Draw perpendicular lines to PQ at P and Q and to OR at R.

7) The perpendicular lines drawn at P, Q and R are the required tangents.

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