Question

please everyone tell me the answer of this question only not an the question​

Answer 1

hope it helps you.hope

Answer 2

✯ In the figure (Given) :-

• $\bf \: ab \parallel \: cd$
• $\bf \angle z \: = 40 \degree (opposite \: angles \: are \: equal)\\ \bf \angle \: z \: = \angle y(opposite \: angles \: are \: equal) \\ \bf \:$

✯ To find :-

• The unknown angle i.e., = ??

✯ Let's find (by properties) :-

• $\bf \: As \: we \: know \: that \: here \: \angle z = \: 40°$ (opposite angles are equal)
• $\bf \: And, \angle z = \angle y$( opposite angles are equal)

✯ Now,

• $\bf \angle x + \angle \: y = 180 \degree$ ( linear pair)

✧ Putting the value of y :-

$\bf \implies \: x + 40 \degree = 180 \degree \: \\ \bf \implies \: x= (180 - 40) \degree \\ \bf \implies \: x = 140 \degree$

$\bf \huge{ \mathfrak{ \underline { \purple A \orange n \green s \pink w \red e \blue r :- }}}</p><p>\\ \bf\:✧ \angle \:x = 140° \\ \bf\: ✧ \:\angle \: y = 40° \: \\ \bf \: ✧\angle \: z = 40°$