Find each angle of a parallelogram if two consecutive angles are in the ratio 1:3. About the author Ava
[tex]\huge \color{cyan} \boxed{ \colorbox{black}{AnsWer}}[/tex] [tex]some \: of \: adjacent \: angles \: \\ of \: parallelogram \: is \: 180 \: degree. . [/tex] [tex]so.. let \: no \: be \: x[/tex] [tex]x +3x =180[/tex] [tex]4x =180[/tex] [tex]x=180/4[/tex] [tex] = 45 \: degree[/tex] [tex]so.. \: one \: angle \: is \: 45[/tex] [tex]other \: one \: is \: 3 \times 45=135[/tex] [tex]the \: opposite \: angles \: of \: \\ parallelogram \: are \: equal [/tex] [tex]so..\: angle \: opposite \: to \: \\ 45 \: will \: be \: of \: 45 \: degree..[/tex] [tex]and \: opposite \: to \: 135 \: \\ will \: be \: of \: 135 \: degree[/tex] Reply
[tex]\huge \color{cyan} \boxed{ \colorbox{black}{AnsWer}}[/tex]
[tex]some \: of \: adjacent \: angles \: \\ of \: parallelogram \: is \: 180 \: degree. . [/tex]
[tex]so.. let \: no \: be \: x[/tex]
[tex]x +3x =180[/tex]
[tex]4x =180[/tex]
[tex]x=180/4[/tex]
[tex] = 45 \: degree[/tex]
[tex]so.. \: one \: angle \: is \: 45[/tex]
[tex]other \: one \: is \: 3 \times 45=135[/tex]
[tex]the \: opposite \: angles \: of \: \\ parallelogram \: are \: equal [/tex]
[tex]so..\: angle \: opposite \: to \: \\ 45 \: will \: be \: of \: 45 \: degree..[/tex]
[tex]and \: opposite \: to \: 135 \: \\ will \: be \: of \: 135 \: degree[/tex]
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