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Which consequence arises within Al-Khwarizmi's geometric algebra when an approximate solution to a quadratic equation incorrectly equates areas?

A)Derivation yields correct, but lengthy result
B)Construction violates Euclid's postulates
C)Solution diverges to undefined values
D)Imprecise value propagates equation errors

💡 Explanation

Imprecise original area values introduced into successive derivations trigger error PROPAGATION, because area relations in his algebraic proofs require precise equivalence; therefore, the result becomes increasingly inaccurate, rather than remaining locally contained or diverging to infinity.

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