Figure 1 is a pyramid of degree 5, made of 25 equilateral triangles, and its origin...

 

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Figure 1 is a pyramid of degree 5, made of 25 equilateral triangles, and its origin is origin 0(x, y). The side of each equilateral triangle is of length I. 0 Figure 1: Graphic representation of root computation (a) Design a recursive algorithm, Pyramid (0,n,1), that draws a pyramid of origin O, of degree n and where each equilateral triangle has a length 1. (b) Analyze the running time, T(n), of the algorithm, Pyramid (0, n. 1), designed in (a). Figure 1 is a pyramid of degree 5, made of 25 equilateral triangles, and its origin is origin 0(x, y). The side of each equilateral triangle is of length I. 0 Figure 1: Graphic representation of root computation (a) Design a recursive algorithm, Pyramid (0,n,1), that draws a pyramid of origin O, of degree n and where each equilateral triangle has a length 1. (b) Analyze the running time, T(n), of the algorithm, Pyramid (0, n. 1), designed in (a).