symmetric properties of circles Flashcards

1
Q

OM perpendicular to AB therefore, AM = MB

A

perpendicular bisector of chord

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2
Q

AB = PQ, OM = ON

A

equal chords

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3
Q

PQ perpendicular to OA, where PQ is a tangent to circle at A

A

tangent is perpendicular to radius

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4
Q

PA = PB, where PA and PB are tangents to circle at A and B respectively and APO = BPO

A

tangents from an external point are equal

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5
Q

AOB = 2 APB (rmb that it must touch the circumference)

A

angle at centre = 2 angle at circumference

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6
Q

APB = 90 (rmb that it must touch the circumference)

A

right angle in a semicircle

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7
Q

APB = AQB = ARB (rmb that it must touch the circumference)

A

angles in the same segment are equal

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8
Q

a=c, b=d (rmb that it must touch the circumference)

A

angles in opposite segments are supplementary

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