![\because l || m.... (given) \\\\\therefore (7x - 31)\degree + [63\degree + (5x - 8)\degree]\\ = 180\degree \\(interior \:\angle 's\: on \:same \: side \: of \: || \: sides) \\\\\therefore (7x - 31)\degree + 63\degree + (5x - 8)\degree = 180\degree\\\\\therefore (12x - 39)\degree = 180\degree-63\degree\\\\\therefore (12x - 39)\degree = 117\degree\\\\\therefore 12x - 39 = 117\\\\\therefore 12x = 117+39\\\\\therefore 12x = 156\\\\\therefore x =\frac{156}{12}\\\\\huge \orange {\boxed {\therefore x = 13}} \\\\](/tpl/images/0854/5962/95c72.png)
If l is parallel to m, find the values of x and y in the diagram below
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Mathematics, 30.10.2020 06:40, clonetrooper099
If l is parallel to m, find the values of x and y in the diagram below
Answers: 3
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