How to solve please
Attachments:
Answers
Answered by
1
Ans. We need to find the value of x and y in the figure given below and then prove that
From the figure, we can conclude that
(Vertically opposite angles), and
form a pair of linear pair.
We know that the sum of linear pair of angles is.


.
From the figure, we can conclude thatform a pair of alternate interior angles corresponding to the lines AB and CD.
Therefore, we can conclude that.
From the figure, we can conclude that
(Vertically opposite angles), and
form a pair of linear pair.
We know that the sum of linear pair of angles is.


.
From the figure, we can conclude thatform a pair of alternate interior angles corresponding to the lines AB and CD.
Therefore, we can conclude that.
Answered by
17
Hi there !
_______________________
Your answer is in the attachment. Kindly refer to it.
Regrets for handwriting _/\_
_______________________
Let's see the properties used here :
☛ ᏞᏆNᎬᎪᎡ ᏢᎪᏆᎡ ᎪXᏆᎾᎷ - If a ray stands on a line, then the sum of the two adjacent angles so formed is 180° and vice versa. This property is called as the linear pair axiom.
☛ ᏢᎡᎾᏢᎬᎡᎢY - If two lines intersect each other, then the vertically opposite angles are equal.
_______________________
Thanks for the question !
❤️☺️❤️
_______________________
Your answer is in the attachment. Kindly refer to it.
Regrets for handwriting _/\_
_______________________
Let's see the properties used here :
☛ ᏞᏆNᎬᎪᎡ ᏢᎪᏆᎡ ᎪXᏆᎾᎷ - If a ray stands on a line, then the sum of the two adjacent angles so formed is 180° and vice versa. This property is called as the linear pair axiom.
☛ ᏢᎡᎾᏢᎬᎡᎢY - If two lines intersect each other, then the vertically opposite angles are equal.
_______________________
Thanks for the question !
❤️☺️❤️
Attachments:
Similar questions