Question

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Answer 1

Given:-

• AB = DC and $\rm\angle{ABD} = \angle{CBD}}$

To Find:-

• The Congurence rule would be applied to Prove ∆ABD ≈ ∆CDB.

Congruency rule used:-

• S- A - S = Side angle Side

• A - A - S = Angle Angle Side.

Now,

In ∆ADB & ∆CBD.

AB = DC ( Given)

$\rm{\angle{ABD} = \angle{CDB}}$(Given).

$\rm{\angle{CBD} = \angle{ADB}}$(Alternate interior angle).

So,

∆ADB ≈ CDB by A - A - S criteria.

Alternate Method

In ∆ADB & ∆CBD.

AB = DC ( Given)

$\rm{\angle{ABD} = \angle{CDB}}$(Given).

BD = DB (Common sides).

Hence, ∆ADB ≈ ∆CBD Congurent by S - A - S Criteria

Answer 2

Answer:

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place. Food suppliers, health care workers, delivery people, and first responders have taken on risks to

themselves for the benefit of everyone else. How can we possibly repay them? By showing a littlm

Step-by-step explanation:

tumne roka ni use T_T