Find, to the nearest tenth of a degree, all angles less than $360^{\circ}$ whose trigonometric function is given.
(a) $\cos \theta=0.8660$
(b) $\cot \theta=-2$
(c) $\sec \theta=\infty$
(d) $\csc \theta=5 / 4$
(e) $\tan \theta=1.428$
(f) $\sin \theta=0.135$

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The Answer of Find, to the nearest tenth of a degree, all angles less than $360^{\circ}$ whose trigonometric function is given.
(a) $\cos \theta=0.8660$
(b) $\cot \theta=-2$
(c) $\sec \theta=\infty$
(d) $\csc \theta=5 / 4$
(e) $\tan \theta=1.428$
(f) $\sin \theta=0.135$

Find, to the Nearest Tenth of a Degree, All Angles 360∘360^{\circ}360∘

Find, to the Nearest Tenth of a Degree, All Angles $360^{\circ}$