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  • Take a regular hexagon Fig 3.10.  2. Is x = y = z = p = q = r? Why?

Q2. Take a regular hexagon Fig 3.10. 

 Is x = y = z = p = q = r. Why?

Answers (3)

best_answer

It is a hexagon with all sides equal.

All interior angles are also equal.

a+r=a+x=a+y=a+z=a+p=a+q=180\degree    (linear pairs)

r=x=y=z=p=q=180\degree - a

Hence,x = y = z = p = q = r 

because it is a hexagon with all sides and angles equal.

Posted by

seema garhwal

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It is a hexagon with all sides equal.

All interior angles are also equal.

a+r=a+x=a+y=a+z=a+p=a+q=180\degree    (linear pairs)

r=x=y=z=p=q=180\degree - a

Hence,x = y = z = p = q = r 

because it is a hexagon with all sides and angles equal.

Posted by

Ankur Aryan

View full answer

It is a hexagon with all sides equal.

All interior angles are also equal.

a+r=a+x=a+y=a+z=a+p=a+q=180\degree    (linear pairs)

r=x=y=z=p=q=180\degree - a

Hence,x = y = z = p = q = r 

because it is a hexagon with all sides and angles equal.

 

Posted by

Ankur Aryan

View full answer

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