Area of Hexagon PQRSTU = Area of∆PQN + Area of quad QRLN +Area of∆RSL + Area of ∆TMS + Area of quad OMTU +Area of∆POU

Is it true or false?

True

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False

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Solution

The correct option is A
True

Hexagon PQRSTU is divided into four triangles and two quadrilaterals.
Area of Hexagon PQRSTU = Area of $Δ$ PQN + Area of quad QRLN +Area of $Δ$ RSL + Area of $Δ$ TMS + Area of quad OMTU +Area of $Δ$ POU

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Similar questions

Area of Hexagon PQRSTU = Area of∆PQN + Area of quad QRLN +Area of∆RSL + Area of ∆TMS + Area of quad OMTU +Area of∆POU

Is it true or false?

Points A(0,0), B(4,0), C(6,6) and D(2,6) are joined to form quadrilateral ABCD. Point C(6,6) and point B(4,0) are joined to point F(8,0). The quadrilateral DBFC is now completed. Which of the following is correct?

If $\leftarrow \to A D | | \leftarrow \to B C,$ then area $(Δ A B C)$ = area $(Δ B E C)$ . = area $(Δ D B C)$ . Say true or false.

If $\leftarrow \to A D | | \leftarrow \to B C,$ then area $(Δ A B C)$ = area $(Δ B E C)$ . = area $(Δ D B C)$ State true or false

Q. Question 7
Write True or False and justify your answer:

The area of a regular hexagon of side ‘a’ is the sum of the areas of the five equilateral triangles with side 'a'.

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Area of Hexagon PQRSTU = Area of∆PQN + Area of quad QRLN +Area of∆RSL + Area of ∆TMS + Area of quad OMTU +Area of∆POU Is it true or false?

The correct option is A True Hexagon PQRSTU is divided into four triangles and two quadrilaterals. Area of Hexagon PQRSTU = Area of Δ PQN + Area of quad QRLN +Area of ΔRSL + Area of ΔTMS + Area of quad OMTU +Area of ΔPOU

Area of Hexagon PQRSTU = Area of∆PQN + Area of quad QRLN +Area of∆RSL + Area of ∆TMS + Area of quad OMTU +Area of∆POU

Is it true or false?

The correct option is A
True

Hexagon PQRSTU is divided into four triangles and two quadrilaterals.
Area of Hexagon PQRSTU = Area of $Δ$ PQN + Area of quad QRLN +Area of $Δ$ RSL + Area of $Δ$ TMS + Area of quad OMTU +Area of $Δ$ POU