In given figure PQ∥RS if ∠1 = (2a+b)° and ∠6 =(3a-b)°, then the value of 'a' is
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Given: PQ∥RS
since, PQ∥RS
By applying alternate
angle property
∠PQR=∠QRS=55
o
...(1)
and ∠MLR+∠SRL=180
o
Therefore, LM∥RS ...(2)
(sum of interior angle property)
Therefore, from eq.
(1) and (2)
PQ∥LM
Therefore, from sum of interior angle property
the angle between the lines PQ and LM=180
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