Solve.
-Given 0.22 centimeters is one side of a golden rectangle, find the length of the other side. Notice that the other side could be either longer or shorter than the given side. Use the approximation $\varphi = 1.62$
A)0.36 cm or 0.14 cm
B)0.58 cm or 0.08 cm
C)0.36 cm or 7.36 cm
D)0.58 cm or 11.91 cm

Question

Quizplus · Accepted Answer

The golden ratio, $\varphi$, is approximately 1.62. For a golden rectangle, the ratio of the longer side to the shorter side is $\varphi$. If 0.22 cm is the shorter side, the longer side is $0.22 \times 1.62 = 0.3564$ cm, approximately 0.36 cm. Conversely, if 0.22 cm is the longer side, the shorter side is $0.22 / 1.62 \approx 0.1358$ cm, approximately 0.14 cm.

Solve -Given 0 φ=1.62\varphi = 1.62φ=1.62 A)036 Cm or 0

Solve
-Given 0 $\varphi = 1.62$ A)036 Cm or 0