In the given figure- value of x is -34-o45-o64-o109-o

Question

Toppr Admin · Accepted Answer

In -xA0-triangle -x394-ABC-x2220-A-x2220-ABC-x2220-BCA-180o34o-x2220-ABC-30o-180o-x2220-ABC-116oSo- -x2220-ABC-x2220-CBD-180o116o-x2220-CBD-180o-x2220-CBD-180o-x2212-116o-x2220-CBD-64oNow use remote interior angle theorem-So- -xA0-x2220-X-x2220-CBD-x2220-D-64o-45o-109o

$32^{o}$	$34^{o}$	$36^{o}$	$37^{o}$	$38^{o}$
$34^{o}$	$31^{o}$	$34^{o}$	$37^{o}$	$37^{o}$
$37^{o}$	$35^{o}$	$32^{o}$	$34^{o}$	$38^{o}$
$39^{o}$	$31^{o}$	$36^{o}$	$36^{o}$	$39^{o}$
$34^{o}$	$33^{o}$	$35^{o}$	$34^{o}$	$33^{o}$
$37^{o}$	$33^{o}$	$32^{o}$	$34^{o}$	$38^{o}$

In the given figure, value of x is .........34o45o64o109o

In triangle ΔABC,∠A+∠ABC+∠BCA=180o34o+∠ABC+30o=180o∠ABC=116oSo, ∠ABC+∠CBD=180o116o+∠CBD=180o∠CBD=180o−116o∠CBD=64oNow use remote interior angle theorem.So, ∠X=∠CBD+∠D=64o+45o=109o

In the given figure, value of $x$ is .........

34 $^{o}$
45 $^{o}$
64 $^{o}$
109 $^{o}$