Find the value of x in the figure.(please fast important).
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Answer:
120°
Step-by-step explanation:
Produce R to meet QP at S
now in ∆ QRS,
60°+40°+ ^S = 180° ( ASP)
^S = 180° - 100°
^S = 80°
now in the small traingle,
^S = 180° - 80°
^S = 100° ( LPA)
finally, in the small triangle
^S + 20° = x° ( ext angle)
x° = 100° + 20°
x° = 120°
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