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Solution - Properties of circles

Radius (r) 13.416
13.416
Diameter (d) 26.833
26.833
Circumference (c) 26.833π
26.833π
Area (a) 180π
180π
Center (0,0)
(0,0)
x-Intercepts z1=((180)0,0),z2=((180)0,0)
z_1=(sqrt(180)-0,0), z_2=(-sqrt(180)-0,0)
y-Intercepts v1=(0,(180)0),v2=(0,(180)0)
v_1=(0,sqrt(180)-0), v_2=(0,-sqrt(180)-0)

Step-by-step explanation

Why learn this

The invention of the wheel is considered to be one of the greatest feats of mankind and to be the innovation that finally got things... well, rolling. Throughout history, mankind has been fascinated with circles, often thinking of them as perfect shapes that symbolize symmetry and balance in nature. Even though there is little proof that perfect circles exist in nature, there are a seemingly infinite number of manmade examples and plenty in nature that come close. From the outline of Stonehenge to pizza, the cross-section of an orange, a tree's trunk, coins, and so on. Because we are surrounded by and interact with circles on such a regular basis, understanding their properties can help us understand the world around us.

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