What additional information do you need to conclude that the two triangles given here under are congruent using SAS rule?
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Answered by
59
If ∆GHJ ≡ STR
By SAS CONGRUENT
THEN WE NEED TO PROVE
GH = ST (S)
<H = <T (A)
GJ = SR (S)
if these conditions are given then the ∆GHJ ≡ ∆STR
By SAS
I HOPE ITS HELP YOU DEAR,
THANKS
Answered by
21
************************************************
SAS Congruence rule :
Two triangle are congruent if two sides
and the included angle of one triangle
are equal to the two sides and the
included angle of the other triangle.
********"***************************************
In ∆GHJ and ∆RTS
HJ = TS ( side ) ---( 1 )
<GHJ = <STR ( included angle )--( 2 )
HG = TR ( side )-----( 3 )
Therefore ,
∆GHJ Congruent to ∆RTS
Information ( 1 ) and ( 2 ) required to
prove ( SAS ) congruence .
I hope this helps you.
: )
SAS Congruence rule :
Two triangle are congruent if two sides
and the included angle of one triangle
are equal to the two sides and the
included angle of the other triangle.
********"***************************************
In ∆GHJ and ∆RTS
HJ = TS ( side ) ---( 1 )
<GHJ = <STR ( included angle )--( 2 )
HG = TR ( side )-----( 3 )
Therefore ,
∆GHJ Congruent to ∆RTS
Information ( 1 ) and ( 2 ) required to
prove ( SAS ) congruence .
I hope this helps you.
: )
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