If the angle in a major segment is x and in a minor segment is y, then

x = y

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x > y

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x + y = 180

^{\circ}$

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x < y

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Solution

The correct option is C $x < y$
All angles in minor segment are equal and obtuse while all angles in major segment are equal and acute. Thus, $y > x$

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Similar questions

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If the angle in a major segment is x and in a minor segment is y, then

The correct option is C x<yAll angles in minor segment are equal and obtuse while all angles in major segment are equal and acute. Thus, y>x

The correct option is C $x < y$
All angles in minor segment are equal and obtuse while all angles in major segment are equal and acute. Thus, $y > x$