The tutor further explores the golden ratio. In my previous posts here and here, I’ve discussed some aspects of the golden ratio. Trying to find other special facets of it, I’ve dreamed up color combinations that express the golden ratio …
The tutor continues about the golden ratio. In yesterday’s post I brought up the golden ratio. Historically, it’s believed to be the ideal shape for a rectangle. The ratio of length to width is (1+5^(1/2)):2 or 1.618:1 Below is a …
Math: radical expressions: the golden ratio, continued Read more »
The tutor introduces the golden ratio. The golden ratio is defined as x/y, where x/y = (x+y)/x, x>y, y>0 Muliplying both sides by xy gives x^2=xy+y^2 which leads to x^2-xy-y^2=0 Using the quadratic formula to solve for x, we imagine …