Question

plzzz solve this problem

Answer 1

HELLO FRIEND HERE IS YOUR ANSWER,,,,,

$\textbf{\huge{REFER TO THE ATTACHMENT}}$

We are given that the figure has the values of "x" and "y" there is also given that the side "AB" is parallel to side "CD".

Now, According to question....

Since, Side "B" is parallel to Side "D", and Side "FA" is the given transversal line, then, in this given question...

$\therefore \: \: \angle A = \angle CFE = 105$ $\: \: \cdots \cdots Equation \: \langle 1 \rangle$

Now in this particular case, $\triangle ECF$, we then have,,,

Exterior $\angle x = \angle CEF + \angle CFE$

$\therefore \: \: \angle x = (25 + 105)$°

$\therefore \: \: \angle x = 130$°

Which is the required solution for this type of query...


HOPE THIS HELPS YOU AND CLEARS YOUR DOUBTS FOR FINDING UNKNOWN VARIABLE "X" ANGLES EASILY!!!!