Proving Similarity in the figure DEFG is a square. Prove the following:/_ADG~/_FEBGiven:The given figure is,12210202691.jpg

beljuA 2020-11-08 Answered

Proving Similarity in the figure DEFG is a square. Prove the following:
ADGFEB
Given:
The given figure is,
image

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Expert Answer

SabadisO
Answered 2020-11-09 Author has 108 answers
Approach:
If the first triangle is similar to the second triangle and second triangle is similar to the third triangle then, the first triangle is similar to the third triangle.
Calculation:
Its given that DEFG is a square.
Consider GCFandFEB.
FEB=GCF both are 90.
And GFAB,thus,CFG=FBE as they are alternate angles.
Therefore, GCFFEB by AA rule.
Since, GCFFEBandADGGCF,hence,ADGFEB
Conclusion:
Hence, it is proved that ADGFEB.
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