Determine the values of p.q.r. s. t and u in the following figure.
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1
Answer:
u=110°
t=110°
s=110°
r=110°
q=70°
p=70°
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Solution :
In this given diagram,
AB || CD
PQ || RS
Hence, q = p = 70°. ( Because Of Alternate Interior Angle )
and r = u = s = t
Now For t , On Line
70° + t = 180°
t = 180° -70°
t = 110°
r = u = s = t = 110°
Now, All Angles
- ∠p = 70°
- ∠p = 70° ∠q = 70°
- ∠p = 70° ∠q = 70° ∠r = 110°
- ∠p = 70° ∠q = 70° ∠r = 110° ∠s = 110°
- ∠p = 70° ∠q = 70° ∠r = 110° ∠s = 110° ∠t = 110°
- ∠p = 70° ∠q = 70° ∠r = 110° ∠s = 110° ∠t = 110° ∠u = 110°
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