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

Is it correct?

True

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

False

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

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

Suggest Corrections

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?

Q. In the given figure, diagonals PR and QS of the parallelogram PQRS intersect at point O and LM is parallel to PS.

Show that : Area (

Δ

POS) + Area (

Δ

QOR) = Area (

Δ

POQ) + Area (

Δ

SOR).

In $Δ$ ABC, D and E are the midpoints of side AB and AC. State which of the following are correct option(s).

In the given, ABCD is a quadrilateral with diagonals AC and BD intersecting at point O. Hence, area of $Δ$ AOD $\times$ area of $Δ$ BOC = area of $Δ$ AOB $\times$ area of $Δ$ COD.

Q. If area of

△ L M N

Δ

', then the value of

\frac{Δ^{'}}{Δ}

Join BYJU'S Learning Program

Area of Hexagon PQRSTU = Area of∆PQN + Area of quad QRLN +Area of∆RSL + Area of ∆TLS + Area of quad OMTU +Area of∆POU Is it correct?

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 ∆TLS + Area of quad OMTU +Area of∆POU

Is it correct?

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