Question

In the attached pic,l || m|| n and p is transversal .
If Angle 1=110°,then find the angles x,y,z,and w​

Answer 1

Answer:

therefore,

sum of angles=180°

=180-110

=70° of x.

y=110°

z=70°

w=110°. . ...............

Answer 2

$\huge\underline{ \mathbb\red{❥A} \green{n}\mathbb\blue{S} \purple{w} \mathbb \orange{E}\pink{r}}\:$

$\huge {\underline{\pink{Given}}}$

$l$ || $m$ || $n$ and $p$ is transversal.

$\Large\bf\underline\red{Find“x”}$

$\angle{1}$ +$\angle{x}$ =$180°$(linear pair)

$110°+x°=180°$

$\angle{x}$= $180-110$

$\angle{x}$=$70°$

Now,here $\angle{x}$ =$\angle{z}$(Corresponding angle)

Therefore,

$\angle{z}$=$70°$

$\angle{z}$=$\angle{y}$(alternate interior angles)

$\angle{y}$=$70°$

$\Large\bf\underline\green{Find “w”}$

$\angle{z}$+$\angle{w}$=$180°$

$70°$+$\angle{w}$=$180°$

$\angle{w}$=$180°-70°$

$\angle{w}$=$110°$

Therefore,

$\angle{x}=70°$

$\angle{y}=70°$

$\angle{z}=70°$

$\angle{w}=110°$

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