Computer Science, asked by sjk17312, 1 month ago

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please answer it correctly​

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Answered by krupa212010106
5

We know that AB=BC=CD=AD from the definition of a square.

We know that ∟ABC, ∟BCD, ∟CDA, ∟DAB from the definition of a square.

We are given BX = BY.

So by HL, we can show that △ABX is congruent to △CBY.

And so ∠CBY = ∠ABX (because corresponding parts of congruent triangles are congruent).

∠XBY = ∠XBY by the reflexive property.

∠ABY = ∠ABX + ∠XBY

∠CBX = ∠CBY + ∠XBY

So we can show:

∠ABY = ∠CBX

From that we can conclude that △CBX is congruent to △ABY. And from corresponding parts of congruent triangles, XC = AY.

Finally, △DXC = △DYA using HL again.

Using corresponding parts of congruent triangles, we can show:

1) ∠DCX congruent to ∠DAY

2) DX = DY

3) ∠DXC congruent to ∠DYA

Answered by jiakher84
3

Answer:

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Yehi tha reason question dala par aapna reply nhi kia ishilia answer jar Dia :)

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