Question

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IN FIGURE (iv) WHICH PAIRS OF TRIANGLES ARE CONGRUENT BY "SAS"
{ SIDE- ANGLE- SIDE } CONGRUENCE CONDITION ? IF CONGRUENT,WRITE THE CONGRUENCE OF THE TWO TRIANGLES IN SYMBOLIC FORM...


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Answer 1

Base² + Perpendicular²

So, QS² = PQ² + PS²

Also, QS² = RS² + QR²

On comparing both,

PQ² + PS² = RS² + QR²

PQ² + 4² = RS² + 4²

PQ² = RS²

so, PQ = RS

Now in ΔQPS and ΔSRQ,

PQ = RS ( Proved above)

angle QPS = angle QRS ( Both 90 )

QR = SP (Both 4cm)

Hence by SAS criterion,

ΔQPS ≅ ΔSRQ.

Answer 2

Answer

hey mate!!

Step-by-step explanation: