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Mathematics
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Euclids theorem...
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pythagor theorem maybe?
what do ca and cb represent?
|dw:1366738877487:dw| @electrokid
|dw:1366739413554:dw| triangles ABC ~ DBA ~ DCA and hence their corresponding sides are equal \[ {C_a\over c}={c\over a}\qquad,\qquad{C_b\over h}={h\over C_a}\\ h^2=C_aC_b\\ \;\\ a^2=b^2+c^2=b^2+h^2+C_a^2\\ {a^2\over b^2}=\frac{b^2+C_aC_b+C_a^2}{b^2}\\ {a^2\over b^2}=\frac{h^2+C_b^2+C_aC_b+C_a^2}{h^2+C_b^2}\\ {a^2\over b^2}=\frac{C_a^2+2C_aC_b+C_b^2}{C_b(C_a+C_b)}\\ {a^2\over b^2}=\frac{(C_a+C_b)^2}{C_b(C_a+C_b)}\\ {a^2\over b^2}=\frac{(C_a+C_b)}{C_b}\\ \Large {a^2\over b^2}={C_a\over C_b}+1 \]
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