Question

Find the length of the largest chord of the circle with radius 3 cm.

Answer 1

✌️✌️HEYA DEAR!!
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HERE IS UR ANSWER
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THE LARGEST CHORD OF A CIRCLE IS ITS DIAMETER.



As we know that d=2r



=>here , radius is given I.e 3 cm


length of largest chord (diameter)=2*3cm
=6cm




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HOPE IT HELPS U. :-)

Answer 2

Answer:

The length of the largest chord of the circle with radius 3 cm is 6 cm.

Step-by-step explanation:

Chord is a line segment which connects the two points lie on the circle. In a circle the largest chord is known as diameter.

Diameter is twice of its radius. If the radius of the circle is r, the diameter is 2r.

The radius of the given circle is 3 cm.

$r=3$

$d=2r$

$d=2\times 3=6$

Therefore the length of the largest chord of the circle with radius 3 cm is 6 cm.