Question

please solve this question ​

Answer 1

Answer:

a=55 b=125 c=55 d=125 e=55 f=55

Step-by-step explanation:

Answer 2

Step-by-step explanation:

$\angle{125}$ = $\angle{d}$

$\: [ \:Corresponding\: angles \:are \:equal\:]$

$\angle{d}$ = $\angle{b}$

$\:[ \:Vertically \:opposite \:angles \:are \:equal]$

$\angle{c}$ = $180°-\angle{b}$

$\: [ \:Sum \:of \:angles \:on \:a \:straight \:line \:is \:180° \:]$

$\angle{c}$ = $55°$

$\angle{c}$ = $\angle{a}$

$\:[ \:Vertically \:opposite \:angles \:are \:equal]$

$\angle{c}$ = $\angle{f}$ = $\angle{e}$

$\: therefore \angle{a} = 55°,\angle{b} = 125°,\angle{c} = 55°,\angle{d} = 125°,\angle{e} = 55°,\angle{f} = 55°$

$<marquee>Hope this helps you$