prove that if chord of congruent circles subtend equal angles at their centres, then the chords are equal
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Take a circle ...draw two chords connect the radiito center
Now we know angles subtended are equal
Also all raddi are equal thus we can prove was congruency
Thus by cpct we get the chords are equal length
Hope this helps
Now we know angles subtended are equal
Also all raddi are equal thus we can prove was congruency
Thus by cpct we get the chords are equal length
Hope this helps
smartcrap:
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