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Mathematics
Problem
Find the value of
∫
sin
(
a
x
+
b
)
d
x
\displaystyle\int \sin(ax+b)\,dx
∫
sin
(
a
x
+
b
)
d
x
. a)
−
1
a
cos
(
a
x
+
b
)
+
C
-\dfrac{1}{a}\cos(ax+b)+C
−
a
1
cos
(
a
x
+
b
)
+
C
b)
1
a
cos
(
a
x
+
b
)
+
C
\dfrac{1}{a}\cos(ax+b)+C
a
1
cos
(
a
x
+
b
)
+
C
c)
−
cos
(
a
x
+
b
)
+
C
-\cos(ax+b)+C
−
cos
(
a
x
+
b
)
+
C
d)
1
a
sin
(
a
x
+
b
)
+
C
\dfrac{1}{a}\sin(ax+b)+C
a
1
sin
(
a
x
+
b
)
+
C
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