Question

Question ⤵️⤵️

Show that Triangle ABC, Where A(-2,0),B(2,0), C(0,2)and Triangle PQR where P(-4,0), Q(4,0),R(0,4) are similar Triangles?

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Answer 1

Step-by-step explanation:

Given A(−2,0);B(2,0);C(0,2) & P(−4,0);Q(4,0);R(0,4)

AB=42+0=4PQ=(−8)2+0=8

BC=4+4=22QR=42+42=42

AC=22+22=22PR=(−4)2+(−4)2=42

⇒PQAB=QRBC=PRAC=21

∴   ΔABC

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Answer 2

Step-by-step explanation:

a (-2,0) ,b (2,0), c (0, 2) and p (-4, 0), q(4,0), r (0,4)

ab =42 +0 =4pq =( -8)2 +0 =8

bc =4+4= 22qr =42 +42 =42

ac =22 +22 =22 pr =(-4)2 + (-4) ^2= 42

pqab = qrbc = prac =21

triangle abc ......

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