The diameter of a circle is $7$ cm. Which one of the chords are closest to the center?

A B = 2

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B C = 3

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E F = 3

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G H = 6

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Solution

The correct option is D $G H = 6$ cm
The longest chord is closest to the center (diameter)
Diameter is $7$ cm, the chord $G H$ is $6$ cm which is nearest to the length of the diameter,
So $G H$ is the chord closest to the center.

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The diameter of a circle is 7 cm. Which one of the chords are closest to the center?

The correct option is D GH=6 cmThe longest chord is closest to the center (diameter)Diameter is 7 cm, the chord GH is 6 cm which is nearest to the length of the diameter, So GH is the chord closest to the center.

The diameter of a circle is $7$ cm. Which one of the chords are closest to the center?

The correct option is D $G H = 6$ cm
The longest chord is closest to the center (diameter)
Diameter is $7$ cm, the chord $G H$ is $6$ cm which is nearest to the length of the diameter,
So $G H$ is the chord closest to the center.