Question

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Answer 1

p = 64°, q = 64°, r = 64°, s = 116°, t = 64°

Explanation:

`p = 180\degree - (58\degree + 58\degree) \\</p><p>P = 180\degree -116\degree \\</p><p>p = 64\degree \\\\</p><p>q = p = 64\degree... (vertical \: \angle 's) \\</p><p>r = p = 64\degree... (corresponding \: \angle 's) \\</p><p>t = r = 64\degree... (vertical \: \angle 's) \\</p><p>r + s = 180\degree.. (straight \: line \: \angle' s) \\</p><p>64\degree + s= 180\degree\\</p><p>s = 180\degree - 64\degree\\</p><p>s = 116\degree`