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Tardigrade
Question
Mathematics
The general solutions of the following equation: tan 2θ = 0 is
Q. The general solutions of the following equation :
tan
2
θ
=
0
is
2208
175
Trigonometric Functions
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A
θ
=
2
n
+
π
,
n
∈
Z
14%
B
θ
=
2
nπ
,
n
∈
Z
58%
C
θ
=
2
π
+
n
,
n
∈
Z
11%
D
None
17%
Solution:
We know that the general solution of the equation
tan
θ
=
0
is
θ
=
nπ
,
n
∈
Z
. Therefore,
tan
2
θ
=
0
⇒
2
θ
=
nπ
,
n
∈
Z
⇒
θ
=
2
nπ
,
n
∈
Z