Respuesta:
140°
Explicación paso a paso:
α=(2π/3 rad)(180°/πrad) + (π/9 rad)(180°/πrad)
simplificas πrad
α=(2/3)(180°) + (1/9)(180°)
α=120°+20°
α=140°
140
[tex]\frac{2π}{3} rad (\frac{180}{πrad}) + \frac{π}{9} (\frac{180}{πrad}[/tex] los πrad se cancelan y quedaria
[tex]\frac{2}{3} (180)+\frac{1}{9} (180)\\[/tex]
[tex]\frac{360}{3} + \frac{180}{9} \\[/tex]
120 + 20
140 :)
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Respuesta:
140°
Explicación paso a paso:
α=(2π/3 rad)(180°/πrad) + (π/9 rad)(180°/πrad)
simplificas πrad
α=(2/3)(180°) + (1/9)(180°)
α=120°+20°
α=140°
Respuesta:
140
Explicación paso a paso:
[tex]\frac{2π}{3} rad (\frac{180}{πrad}) + \frac{π}{9} (\frac{180}{πrad}[/tex] los πrad se cancelan y quedaria
[tex]\frac{2}{3} (180)+\frac{1}{9} (180)\\[/tex]
[tex]\frac{360}{3} + \frac{180}{9} \\[/tex]
120 + 20
140 :)