{FS_{4}}}\quad } , ⇔ S 4 = ( 0 + 3 π − 4 3 4 π ⋅ i ) ⋅ r 0 + S 2 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}=\left(0+{\frac {3\pi -4{\sqrt {3}}}{4\pi...
{FS_{4}}}\quad } , ⇔ S 4 = ( 0 + 3 π − 4 3 4 π ⋅ i ) ⋅ r 0 + S 2 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}=\left(0+{\frac {3\pi -4{\sqrt {3}}}{4\pi...
{FS_{4}}}\quad } , ⇔ S 4 = ( 0 + 3 π − 4 3 4 π ⋅ i ) ⋅ r 0 + S 2 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}=\left(0+{\frac {3\pi -4{\sqrt {3}}}{4\pi...
DescriptionFS FJCFC2(3).png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2(3) wb.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2(3) bw.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
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_dia.png){kind=link}
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_wb.png){kind=link}
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