Question

ab||cd find the values of x,y,z​

Answer 1

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get

Answer 2

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get

Answer 3

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get

Answer 4

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get

Answer 5

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get

Answer 6

Answer:

Is the give n that AB || CD and EF is transversal

from the piture we know that <AEF and <EFG are alternate angles

EFG are alternate anglesso we get

<AEF=LEFG = 75°

<EFG=y= 75°

EFG=y= 75°from the figure we know that <EFC and <EFG form a linear pair of angles

EFG form a linear pair of anglesso we get

<EFC+ <EFG = 180°

EFG = 180°it can also be written as

EFG = 180°it can also be written asx+y=180°

EFG = 180°it can also be written asx+y=180°by substituting the value of y we get