Question

D . In the given figure, DA I AB, CB 1 AB and AC = BD. Prove that AABC ABAD. A B​

Answer 1

The three pairs of equal parts are:

The three pairs of equal parts are:∠ABC=∠BAD(=90∘)AC=BD (Given) AB=BA (Common side) From the above, △ABC≅△BAD (By RHS congruence rule).So, statement (i) is trueStatement (ii) is not meaningful, in the sense that the correspondence among the vertices is not satisfied.

Answer 2

Step-by-step explanation:

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D . In the given figure, DA I AB, CB 1 AB and AC = BD. Prove that AABC ABAD. A B

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• Prove That Triangle AABC AABD.AB

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• In △ ABC and △BAD

• AB=AB(Common)

• AC=BD(Given)

So,

∠BAD=∠CBA=90°(Given)

• So △ABC ≅△ABAD(By S.A.S. )

❀Answer:-

△ABC ≅△ABAD(By S.A.S. )

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