Question

$\huge{\boxed{QUESTION: -}} \bf$
find the value of Z in the figure if a||b and l||m and a is a transversal which type of angle give the relation for X = 105° ​​
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Answer 1

Answer:

65°

Step-by-step explanation:

180 - z is a corresponding angle of 105°  → 180 - z = 105

From the equation we obtain z = 65°

Answer 2

Answer:

Given

As, l//m

X = 105° (corresponding angles)

As, a//b

Y = 105° (corresponding angles)

Angle lyb = 180°-105° (Linear pair)

Angle lyb = 75°

As, l//m

Angle lby = Z° (corresponding angles)

Z° = 75°....

Hope it helps you...

Step-by-step explanation:

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