Question

if ab is parallel to cd,pq is the transversal, find x ​

Answer 1

Answer:

$\bold \red{h} \bold\blue{i} \: \bold{m} \bold \purple{a} \bold \green{t} \bold \pink{e}$

$\huge\red{ \mid{ \underline{ \overline{ \tt a \pink{n} \blue{s} \purple{w} \gray{e} \orange{r}:-}} \mid}}$

As per diagram AB∣∣CD and PQ is transversal

$</p><p>∠DMQ=100    [ Given]$

∠DMQ=∠CML=100

o

[ Vertically opposite angles]

∠CML=∠ALP=100

o

[ Corresponding angles]

∠ALP=∠MLB=100

o

[ Vertically opposite angles]

∠CMQ=180−100=80

o

[sum of angle on a straight line is 180^o$$]

∠CMQ=∠LMD=80

o

[ Vertically opposite angles]

∠LMD=∠PLB=80

o

[ Corresponding angles]

∠PLB=∠ALM=80

o

[ Vertically opposite angles]

∴ ∠DMQ=∠CML=∠ALP=∠MLB=100

o

Answer 2

Answer:

10000 is your answer okkk

Step-by-step explanation:

hope it helps u