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8. State the additional congruency statement(s) needed to prove ABC=FGH for the given theorem.

8. State the additional congruency statement(s) needed to prove ABC=FGH for the given-example-1

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Answer:


8a.\ \mathrm{AB=FG}\\8b.\ \mathrm{\angle C=\angle H}

Step-by-step explanation:

Please have a look in the figure to understand this properly.

The trick is to get 'SAS' or 'ASA' sequentially, in every triangle. Two corresponding sides and angles are already given equal, You need one more pair of sides equal in 8a and one more pair of angles equal in 8b.

8. State the additional congruency statement(s) needed to prove ABC=FGH for the given-example-1
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User Tomas Mulder
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