Question

what branch of mathematics principles were the islamic artists apparently using? a. calculus c. trigonometry b. quasicrystalline geometry d. algebra

Explanation:

Islamic art often features complex geometric patterns. Quasicrystalline geometry is a branch of geometry that deals with non - periodic tilings which are common in Islamic art. Calculus is about rates of change and accumulation, trigonometry is about triangles and angles in a more traditional sense (not the main focus of Islamic art patterns in this context), and algebra is about equations and variables. Islamic artists were using principles related to the geometric arrangements which quasicrystalline geometry helps to explain.

Answer:

B. Quasicrystalline geometry