Základná veľkosť uhla
Urč základnú veľkosť uhla:
\( \large-\frac{{133\pi}}{2}\textrm{\large rad} \)
\( 133 : 4 = 34,… \)
\( k = 34 \)
\( {{\pi}} \left( {\frac{{133}}{2} − 34 · \frac{4}{2}} \right) = −\frac{1}{2}{{\pi}} \)
\( \large2{{\pi}}-\frac12{{\pi}}=\frac42{{\pi}}-\frac12{{\pi}}=\frac{3\pi}{2}\textrm{\large rad} \)
\( 133 : 4 = 35,… \)
\( k = 35 \)
\( {{\pi}} \left( {\frac{{133}}{2} − 35 · \frac{4}{2}} \right) = −\frac{1}{2}{{\pi}} \)
\( \large2{{\pi}}-\frac12{{\pi}}=\frac42{{\pi}}-\frac12{{\pi}}=\frac{3\pi}{2}\textrm{\large rad} \)
\( 133 : 4 = 32,… \)
\( k = 32 \)
\( {{\pi}} \left( {\frac{{133}}{2} − 32 · \frac{4}{2}} \right) = −\frac{1}{2}{{\pi}} \)
\( \large2{{\pi}}-\frac12{{\pi}}=\frac42{{\pi}}-\frac12{{\pi}}=\frac{3\pi}{2}\textrm{\large rad} \)
\( 133 : 4 = 33,… \)
\( k = 33 \)
\( {{\pi}} \left( {\frac{{133}}{2} − 33 · \frac{4}{2}} \right) = −\frac{1}{2}{{\pi}} \)
\( \large2{{\pi}}-\frac12{{\pi}}=\frac42{{\pi}}-\frac12{{\pi}}=\frac{3\pi}{2}\textrm{\large rad} \)