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if m congruent to n, ab = cd, qd= 24, and nd = 26, what is the length of lm?
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\[\left( nq \right) ^{2}=\left( nd \right) ^{2}-\left( qd \right) ^{2}=26^{2}-24^{2}=676-576=100\] nq=10 \[circle m congruent \to circle n .\] equal chords are at equal distances. lm=nq=10
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