If tan θ = (√3) / 3, 0◦< θ < 360◦,

ﬁnd the smaller θ in degrees.

Answer in units of degrees. and radians

Question

Yosef Mclaughlin

Mathematics

5 April, 07:30

If tan θ = (√3) / 3, 0◦< θ < 360◦,

ﬁnd the smaller θ in degrees.

Answer in units of degrees. and radians

+3

Answers (1)

Know the Answer?

Sammy Hurst · Answer 1

Arctan (√3 / 3) = 30°. = π/6 rad

That is the value searched, in degrees and radians.

You can verifiy that tan (30°) = sin (30°) / cos (30°) = [1/2] / [√3/2] = 1/√3 = √3 / 3

If tan θ = (√3) / 3, 0◦< θ < 360◦,ﬁnd the smaller θ in degrees.Answer in units of degrees. and radians

If tan θ = (√3) / 3, 0◦< θ < 360◦,

ﬁnd the smaller θ in degrees.

Answer in units of degrees. and radians