In a quadrilateral ABCD,AD=CD and angle A=90°,angle C=90°.prove that AB=BC
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Step-by-step explanation:
→ In △ABD & △BCD
AD=CD (Given) (Height)
BC=BC (Common) (Hypotenuse)
∠BAD=∠BCD (right angles)
∴△BAD≅△BCD (By RHS congruency Rule)
∴AB=BC ( By CPCT)
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ANSWER :
In ∆s ABD and CBD,
angl A = angl C = 90°
BD = BD
AD = CD
So, by RHS rule,
∆ABD ≅ ∆CBD
Therefore, AB = BC
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