Question

Answer this question with step​

Answer 1

Answer:

l hope you will understand

Answer 2

Answer:

$angle \: z \: = 125 \: angle \: y \: = 125 \: angle \: x \: = 55$

Step-by-step explanation:

$angle \: z \: is \: equal \: to \: angle \: bae \: so \: bae \: = 125 \: = z(corresponding \: angles)$

$angle \: adc \: and \: z \: are \: linear \: pair \: so \: sum \: of \: these \: angles \: are \: = 180$

$so \: angle \: adc \: is \: 180 - z \: is \: 180 - 125 = 55$

$angle \: x \: is \: equal \: to \: angle \: adc \: so \: adc \: = 55 = x(vertically \: opposite \: angles)$

$angle \: y \: is \: equa \: to \: bae \: so \: bae \: = 125 = y(vertically \: opposite \: angles)$