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Mathematics
Problem
After rewriting
sin
x
cos
3
x
=
0
\sin x \cos 3x = 0
sin
x
cos
3
x
=
0
using the zero-product principle, which of the following pairs of simpler equations must be solved? a)
sin
x
=
0
or
3
x
=
2
n
π
\sin x = 0 \;\text{ or }\; 3x = 2n\pi
sin
x
=
0
or
3
x
=
2
nπ
b)
sin
x
=
0
or
cos
x
=
0
\sin x = 0 \;\text{ or }\; \cos x = 0
sin
x
=
0
or
cos
x
=
0
c)
sin
x
=
0
or
cos
3
x
=
0
\sin x = 0 \;\text{ or }\; \cos 3x = 0
sin
x
=
0
or
cos
3
x
=
0
d)
cos
x
=
0
or
sin
3
x
=
0
\cos x = 0 \;\text{ or }\; \sin 3x = 0
cos
x
=
0
or
sin
3
x
=
0
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