The center of a circle is at the origin and the radius is 10 units The point (6,8) lies

inside the circle

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outside the circle

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on the circle

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cannot be determined

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Solution

The correct option is C on the circle
Distance between O and (6, 8)
d = $\sqrt{6^{2} + 8^{2}} = 10$
$∴ r = d$
i.e. the point lies on the circle

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The center of a circle is at the origin and the radius is 10 units The point (6,8) lies

The correct option is C on the circleDistance between O and (6, 8)d = √62+82=10∴r=di.e. the point lies on the circle

The correct option is C on the circle
Distance between O and (6, 8)
d = $\sqrt{6^{2} + 8^{2}} = 10$
$∴ r = d$
i.e. the point lies on the circle