Question

vii) Lines in the figure Ɩ || Line m and

Lines n || The lines are p

a, b, Draw the measure of c.​

Answer 1

Answer :-

• $\sf \angle a = \angle b = \angle c = 135°$

Explanation :-

$\sf ⟶$ As we know line l = 180° and l || m

$\sf ⟶$ Hence, l = m = 180°

$\sf ⟶$ Again line n || p

$\sf ⟶$ Hence, n = p = 180°

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$\sf ⟶$ now, here $\sf \angle a = \angle b = \angle c$ because of zygote angles,

• So, For $\sf \angle a$

• $\sf \angle a$ + 45° = 180° Again Because of Zygote angle

• now, $\sf \angle a$ + 45° = 180°

• $\sf \angle a$ = 180° - 45°

• $\sf \angle a$ = 135°

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For $\sf \angle b \: \: and \: \: \angle c$

• $\sf \red{ \angle a = \angle b = \angle c = 135°}$

I hope it helps you ❤️✔️

Answer 2

Answer:

this may help u with the best