In
a) How are
b) How are
c) How are
a)
To Find: How are
Theorem:
1) In a circle (or in congruent circles) containing two unequal chords, the shorter chord is at the greater distance from the center of the circle..
2) In a circle (or in congruent circles) containing two unequal chords, the chord nearer the center of the circle has the greater length.
3) In a circle (or in congruent circles) containing two unequal chords, the longer chord corresponds to the greater minor arc.
4) In a circle (or in congruent circles) containing two unequal minor arcs, the greater minor arc corresponds to the longer chords related to these arcs.
Calculation:
Given that In
b)
To Find: How are
c)
To Find: How are
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