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Considering Al-Khwarizmi's contributions, which challenge hinders modern interpretation of practical Babylonian mathematical tablets?

A)Tablets use differing base systems
B)Algebra utilizes geometric justifications
C)Symbolic notation represents abstract equations
D)Solution methods lack modern algorithms

💡 Explanation

Babylonian algebra relies on geometric justifications rather than symbolic abstraction because geometric areas and volumes represent algebraic quantities via a process akin to geometric algebra. Therefore, comprehending solution steps becomes conceptually challenging; rather than readily translating abstract variables.

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