Arcs and Chords 9.3a.

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Presentation transcript:

Arcs and Chords 9.3a

2. Identify the special name given to each segment in Circle Q. 1. Find the value of x.

In a circle, two chords are congruent if and only if they are equidistant from the center. XY and AB are both equidistant from then center of circle S. If XY = 48 in, what is AB?

The chord of circle C is 20 inches long and 12 inches from the center of circle C. Find the length of the radius.

1. RB=5, AB= 2. AB=14, AR= 3. RB=4, OR=3, OB= 4. OB =10, RB=8, OR= 5. OB=10, AR=6, OR= **Each question is unrelated to the question before it.**

1. QT=8, QN= 2. TE=6, TN= 3. TN=82, ET= 4. QE=3,EN=4,QN= 5. QN=13,EN=12,QE= 6. TN=16, QE=6, QN= **Each question is unrelated to the question before it.**

Suppose a chord of a circle is 24cm long and is 15 cm from the center of the circle. Find the length of the radius.

Suppose the diameter of a circle is 34in long and a chord is 30in long Suppose the diameter of a circle is 34in long and a chord is 30in long. Find the distance between the chord and the center of the circle.

In circle J, LK=10 cm, RJ = 10 cm, find x.

In circle J, JM=5m and AB=2m, find x.

Find RS.

RS=24m, MW=5m, find MT and TW.

AM=5m, AL=3m, find JK.