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Radius R₁ = 8.1

X = AD = CD = 3

R Minor = 4

Circle and Two Semicircles

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Blue Area = 2 Square Units

Solution 1 = 2.64575131106

CE = BE = 2

Angle CFD = 45

BP = 6.4 = 32 / 5

FG in Terms of FO, GO, BOC

Green / Yellow = 0.75 = 3 / 4

Simplified / Improved

Pink Area = 2.2045407685

Radius R = 4.82842712475

Semicircle Area = 4.6162177767

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Yellow Square Area = 196 / 5

Yellow Triangle Area = 4

AE = 3.10582854123

AMD = BMC = 15

Angle ABC = 126

X + Y = 10 / 3 = 3.333333333

X = AC = 6

How to find Point G

Orange Area = 2.4 = 12 / 5

X = BAE = 45

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X = CD = 5

Solution = 1.30901699437

X = CD = 8

BC = 7

X = BF = 5.9391735939

´

Orange Area = 24.7435829653

3 Circles. In Terms of Green

Radius R = 1.14589803375

Total Area = 33 Square Units

Mathematical Proof

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5 / 3 = 1.66666666667

Animated Version

 

Radius R = 30

Animated Version

Yellow Area in Terms of m

Angle CAD = 24

Minimal Orange Area = 1.93886284429

Area ABC / Area ABD = 5 / 4

X = BAP = 13

Blue Triangle Area = 48 / 5

X = BC = 10

h = AB = 11.2249721603

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Radius R = 0.38196601125

X = 37.981878266

Blue Square Area = 60

Blue Area = 35 / 3

Segment BE = 18

Ratio of Pink / Orange = 1

Blue Area = 6.91945373002

Orange Circle Area = 14.1743745953

Rectangle Area = 15.4919333848

a / b = 0.940342689125