I need a proper solution of question 10 quickly.
Please help me !!!
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Answered by
11
Heya!
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↪Given that :
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▪ABCD is a Square . BX = BY .
1. > ∆DCX is Congruent to ∆DAY
-> We have ,
- Angle C = Angle A [ 90° Each ]
- DC = AD [ Sides of a Square are Equal ]
-Angle D = Angle D [ Common ]
⭐Hence ∆DCX is Congruent to ∆DAY < ASA Criteria of Congruence >
2> . DY = DX
-> DY = DX < BY C.P.CT >
3> Angle DXC = Angle DYA
-> This is proved by C.PC.T as well !
->> C.P.C.T : Corresponding Parts of Congruent Triangles !
=============================================================
--------
==========================================================
↪Given that :
---------------------
▪ABCD is a Square . BX = BY .
1. > ∆DCX is Congruent to ∆DAY
-> We have ,
- Angle C = Angle A [ 90° Each ]
- DC = AD [ Sides of a Square are Equal ]
-Angle D = Angle D [ Common ]
⭐Hence ∆DCX is Congruent to ∆DAY < ASA Criteria of Congruence >
2> . DY = DX
-> DY = DX < BY C.P.CT >
3> Angle DXC = Angle DYA
-> This is proved by C.PC.T as well !
->> C.P.C.T : Corresponding Parts of Congruent Triangles !
=============================================================
Answered by
5
here is your answer
hope it helps
plz mark me as brainliest
hope it helps
plz mark me as brainliest
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