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Given Integral is To find The value of
MATHEMATICS · Subjective · CBSE · Mathematics · Integrals · Integrals
Problem
Given Integral is
∫
5
tan
x
tan
x
−
2
d
x
\int \frac{5 \tan x}{\tan x - 2} dx
∫
t
a
n
x
−
2
5
t
a
n
x
d
x
To find The value of
a
a
a
, if
∫
5
tan
x
tan
x
−
2
d
x
=
x
+
a
log
∣
sin
x
−
2
cos
x
∣
+
k
…
(
i
)
\int \frac{5 \tan x}{\tan x - 2} dx = x + a \log | \sin x - 2 \cos x | + k \dots (i)
∫
tan
x
−
2
5
tan
x
d
x
=
x
+
a
lo
g
∣
sin
x
−
2
cos
x
∣
+
k
…
(
i
)
Related theory
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Standard trigonometric integrals
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