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Solving Trigonometric Equations - Degrees (Part 1)
- 1Solve for $0°\leq x \leq360°$
a) $\sin x=\frac{1}{2}$
b) $\cos x=0$ - 2Solve for $0°\leq x \leq360°$
a) $\tan x=\frac{-1}{\sqrt{3}}$
b) $\sin x=1$ - 3Solve for $0°\leq x \leq360°$
a) $\cos x=\frac{-1}{2}$
b) $\tan x=undefined$ - 4Solve for $0°\leq x \leq360°$
a) $\sin x=\frac{-\sqrt{3}}{2}$
b) $\cos x=-1$ - 5Solve for $0°\leq x \leq360°$
a) $\tan x=-1$
b) $\sin x=0$ - 6Solve for $0°\leq x \leq360°$
a) $\cos x=0.9063$
b) $\tan x=2.246$ - 7Solve for $0°\leq x \leq360°$
a) $\sin x=-0.342$
b) $\cos x=-0.819$ - 8Solve for $0°\leq x \leq360°$
a) $\tan x=-3.732$
b) $\cos x=0.951$ - 9Solve for $0°\leq x \leq360°$
a) $\cos x=-0.4461$
b) $\sin x=-0.749$ - 10Solve for $0°\leq x \leq360°$
a) $\tan x=-0.234$
b) $\cos x=-0.337$ - 11Solve for $0°\leq x \leq360°$
$$\sec x=-2$$ - 12Solve for $0°\leq x \leq360°$
$$\csc x=\frac{2}{\sqrt{3}}$$ - 13Solve for $0°\leq x \leq360°$
$$\cot x=-\sqrt{3}$$ - 14Solve for $0°\leq x \leq360°$
$$\csc x=-1.015$$ - 15Solve for $0°\leq x \leq360°$
$$\sec x=-1.103$$
( trigonometry / trig )
$$e=mc^2$$