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Mathematics
Problem
The value of the definite integral
∫
π
/
8
3
π
/
8
11
+
4
cos
2
x
+
cos
4
x
1
−
cos
4
x
d
x
\int_{\pi/8}^{3\pi/8} \frac{11 + 4 \cos 2x + \cos 4x}{1 - \cos 4x}\,dx
∫
π
/8
3
π
/8
1
−
c
o
s
4
x
11
+
4
c
o
s
2
x
+
c
o
s
4
x
d
x
equals: (A)
−
6
−
π
4
-6 - \frac{\pi}{4}
−
6
−
4
π
(B)
6
2
−
π
4
6\sqrt{2} - \frac{\pi}{4}
6
2
−
4
π
(C)
12
−
π
2
12 - \frac{\pi}{2}
12
−
2
π
(D)
6
−
π
4
6 - \frac{\pi}{4}
6
−
4
π
(A)
−
6
−
π
4
-6 - \frac{\pi}{4}
−
6
−
4
π
(B)
6
2
−
π
4
6\sqrt{2} - \frac{\pi}{4}
6
2
−
4
π
(C)
12
−
π
2
12 - \frac{\pi}{2}
12
−
2
π
(D)
6
−
π
4
6 - \frac{\pi}{4}
6
−
4
π
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