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For accurate celestial calculations using astrolabes, which algebraic technique minimized errors when transforming coordinates for different latitudes?

A)Linear interpolation
B)Fixed-point iteration
C)Trigonometric identities
D)Polynomial regression

💡 Explanation

Trigonometric identities enabled accurate coordinate transformations because they preserve angular relationships inherent in celestial sphere projections, therefore reducing distortions introduced by linear methods; rather than iterative approximations being necessary for closed algebraic solutions.

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