If two circles touch each other internally then the distance between their centers is equal to

sum of their radii

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difference of their radii

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product of their radii

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smaller of two randii

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Solution

The correct option is C difference of their radii
If $r_{1}$ and $r_{2}$ be the radii of the bigger and smaller circle then the distance between their center= $r_{1} - r_{2}$

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Similar questions

Two circles of radii $13 c m$ and $5 c m$ touch each other internally. The distance between their centers is $8 c m .$

Two circles of radii 13 cm and 5 cm touch each other internally. The distance between their centers will be 8 cm.

119 π {c m}^{2}

7 c m

13 c m

5 c m

5 c m

3 c m

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