Question

find the answer for the following​

Answer 1

Answer:

$the \: answer \: of \: this \: question \: is \: b \: 85$

Answer 2

${\huge {\boxed{\red{answer : - }}}}$

Given:-

In figure, if l_1 || l_2

To find:-

what in the value of x

solve:-

$\sf {\angle \: 1 = \angle \: 2}$

$\mathbb \angle \: 2 = 3 \:f {}^{0}$

$\sf\angle \: 3 = \angle \: 4$

$\angle \: 4 = 58 {}^{0}$

$\angle \: 2 \: + \angle \: 4 \: + {x}^{0} = 180 {}^{0}$

$\rm 3 f {}^{0} \: + \: 58 {}^{0} \: + \: x {}^{0} = 180 {}^{0}$

$\tt 95 {}^{0} + x {}^{0} = 180 {}^{0}$

$\rm {{x} = 180 - 95 = 85}$

Therefore:-

b) 85°