Maths / Areas Of Parallelograms And Triangles / Triangles on Same Base and Between Same Parallels

#### If ABCD is a parallelogram, then choose a correct relationship

QUESTION

 If ABCD is a parallelogram, then choose a correct relationship.

 OPTIONS A. ar  ($\dpi{80} \fn_phv \Delta ADB)=ar(\Delta DBC)$ B. $\dpi{80} \fn_phv ar(\Delta ADB=ar(\Delta AEB)$ C. ar($\dpi{80} \fn_phv \Delta ADB)=ar(ABCD)$ D. ar($\dpi{80} \fn_phv \Delta AEB=\frac{1}{2}ar(\Delta ABCD)$
Right Option : A

EXPLANATION
Explain TypeExplanation Content
Text

as ABCD is a parallelogram and BDis the diagonal

The diagonal of a parallelogram divides it into 2 congruentl triangles

$\dpi{80} \large \dpi{110} ar(\Delta ADB)=ar(\Delta DBC)$

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