ab and cd are two non parallel lines. a transversal ef cuts the two lines at g and h . angle 1 = 85degree , angle 5 =90degree . find all the other angles in the figure . give reasons for your answers.
Answers
Answer:
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
In the figure the three concurrent lines AB, CD and EF are intersecting at 'O'. Then
find 'y' value.
Angle 1---Angle 3
AngLe 2 = 180-85
=90°
∆2=∆4
∆5=∆7
∆7=∆8
180°-95°
=90°Ans.