{S_{0}F}}+{\overrightarrow {FS_{4}}}} ⇔ S 4 = S 0 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}={\overrightarrow {S_{0}F}}+{\overrightarrow {FS_{4}}}\quad } ,...
{S_{0}F}}+{\overrightarrow {FS_{4}}}} ⇔ S 4 = S 0 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}={\overrightarrow {S_{0}F}}+{\overrightarrow {FS_{4}}}\quad } ,...
DescriptionFS FJCFC2(4) dia.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
{S_{0}F}}+{\overrightarrow {FS_{4}}}} ⇔ S 4 = S 0 F → + F S 4 → {\displaystyle \Leftrightarrow S_{4}={\overrightarrow {S_{0}F}}+{\overrightarrow {FS_{4}}}\quad } ,...
DescriptionFS FJCFC2.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2(2).png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2 wb.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2 bw.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2(2) bw.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
DescriptionFS FJCFC2(2) wb.png English: Second largest circle in a 120° circular sector (fan) that contains the broadest isosceles triangle and the following...
_dia.png){kind=link}
_dia.png){kind=link}
_dia.png){kind=link}
.png){kind=link}
_bw.png){kind=link}
_wb.png){kind=link}