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Is the sentence true or false ?
The tangent function y = 2(x/4) is decreasing over (-π, π).
True
False
The tangent function y= tan tan(x) is increasing over (-π/2 , π/2).
The tangent function y= tan tan(4x) increasing over (-π/8, π/8).
Identify increasing interval of tangent function y= tan tan 2x over one period.
(-π/4,π/4)
(0,π/2)
(-3π/2,3π/2)
The tangent function y=2tantan(x4)y=2\tan\tan\left(\frac{x}{4}\right)y=2tantan(4x) is decreasing over (-π/6 , π/6)
Identify increasing interval of tangent function y= tan tan(3x) over one period.
(-π/4, π/4)
(0,6π)∪(6π,3π)
The tangent function y= tan tan(3x) is decreasing over (-π/6, π/6).
Identify increasing interval of tangent function y=tan(x4)y=\tan\left(\frac{x}{4}\right)y=tan(4x) over one period.
(-π/2 , π/2)
(-2π,2π)
(-π,π)
Identify increasing interval of tangent function y=tan(x2)y=\tan\left(\frac{x}{2}\right)y=tan(2x) over one period.
Identify increasing interval of tangent function y= tan tan (x/3) over one period.
(-π/2, π/2)
(-3π/2, 3π/2)
It is done.