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Standard XII
Mathematics
Special Integrals - 3
If a b c are ...
Question
If a b c are the angles of triangle ABC and tan A tanB tanC are the roots of equation Xto power 4 minus 3 x cube+ 3 X square + 2 X + 5= 0 then find the fourth root of the equation
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Q.
Three roots of the equation
x
4
−
p
x
3
+
q
x
2
−
r
x
+
s
=
0
are tan A,tan B and tan C where A,B,C are the angles of a triangle. The fourth roots of the biquadratic is?
Q.
Three roots of the equation,
x
4
−
p
x
3
+
q
x
2
−
r
x
+
s
=
0
are
tan
A
,
tan
B
&
tan
C
where A, B, C are the angles of a triangle. The fourth root of the bi quadratic is
Q.
In a triangle ABC, the sides
b
and
c
are the roots of the equation
x
2
−
61
x
+
820
=
0
and
A
=
t
a
n
−
1
(
4
/
3
)
, then
a
2
is equal to
Q.
These rotts of the equation,
x
4
−
p
x
3
+
q
x
2
−
r
x
+
s
=
0
are
tan
A
,
tan
B
,
&
tan
A
,
where A, B, C are the angles of a triangle. The fourth root of the biquadratic is -
Q.
In the
△
A
B
C
,
B
C
is produced to D and
∠
A
C
D
=
3
π
4
and
tan
A
,
tan
B
are roots of the equation
x
2
−
λ
x
+
μ
=
0.
Then
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