show that delta=r1r2 root of 4R-r1-r2/r1+r2
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Answer:
As r
1
,r
2
,r
3
are roots of x
3
+lx
2
+mx+n=0
r
1
+r
2
+r
3
=−l
Using r
1
=
s−a
Δ
,r
2
=
s−b
Δ
,r
3
=
s−c
Δ
,r=
s
Δ
We get
r
1
+r
2
+r
3
−r=
s−a
Δ
+
s−b
Δ
+
s−c
Δ
−
s
Δ
=4R
⇒r
1
+r
2
+r
3
=4R+r⇒l=−(4R+r)
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