Question

in the given figure AB || CD angle APQ=47 degree and angle PRD=119 degree find the angle of PQR and APQ​

Answer 1

Answer:

We have,

In AB∥CD,∠APQ=40

o

&∠PRD=118

o

Then, We know that,

∠APQ=∠PQR (Alternate angle)

40

o

=x

x=40

o

Now,

∠APR=∠PRD (Alternate angle)

40

o

+y=118

o

y=118

o

−40

o

y=78

0

Hence, this is the answer.

Answer 2

Answer:

We have,

In AB∥CD,∠APQ=40  

o

&∠PRD=118  

o

 

Then, We know that,

∠APQ=∠PQR        (Alternate angle)

40  

o

=x

x=40  

o

 

 

Now,

∠APR=∠PRD       (Alternate  angle)

40  

o

+y=118  

o

 

y=118  

o

−40  

o

 

y=78  

0

 

Hence, this is the answer.

Step-by-step explanation:

We have,

In AB∥CD,∠APQ=40  

o

&∠PRD=118  

o

 

Then, We know that,

∠APQ=∠PQR        (Alternate angle)

40  

o

=x

x=40  

o

 

 

Now,

∠APR=∠PRD       (Alternate  angle)

40  

o

+y=118  

o

 

y=118  

o

−40  

o

 

y=78  

0

 

Hence, this is the answer.