In the figure- the value of x which the lines l and m are parallel-136-o134-o44-o46-o

Question

Toppr Admin · Accepted Answer

Given- l-x2225-m-x2220-x and 44-x2218- are co interior angles- Sum of the co - interior-xA0-angles is-xA0-180-x2218-Hence- -x2220-x-44-180-x2220-x-136-x2218-

In the figure, find the value of $x$ for which the lines $l$ and $m$ are parallel.

$136^{o}$
$134^{o}$
$44^{o}$
$46^{o}$

Given, $l ∥ m$
$∠ x$ and $44^{\circ}$ are co interior angles. Sum of the co - interior angles is $180^{\circ}$ .
Hence, $∠ x + 44 = 180$
$∠ x = 136^{\circ}$

In the figure, find the value of x for which the lines l and m are parallel.136o134o44o46o

Given, l∥m∠x and 44∘ are co interior angles. Sum of the co - interior angles is 180∘.Hence, ∠x+44=180∠x=136∘

In the figure, find the value of $x$ for which the lines $l$ and $m$ are parallel.

$136^{o}$
$134^{o}$
$44^{o}$
$46^{o}$

Given, $l ∥ m$
$∠ x$ and $44^{\circ}$ are co interior angles. Sum of the co - interior angles is $180^{\circ}$ .
Hence, $∠ x + 44 = 180$
$∠ x = 136^{\circ}$