Trigonometry - ACT Math
Card 1 of 56
What is $\sin\theta$ in a right triangle?
What is $\sin\theta$ in a right triangle?
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If $\sin\theta = \dfrac{3}{5}$, what is $\csc\theta$?
If $\sin\theta = \dfrac{3}{5}$, what is $\csc\theta$?
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What is $\cos 180°$?
What is $\cos 180°$?
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In a right triangle, the side opposite angle $\theta$ is $7$ and the side adjacent is $24$. Find $\tan\theta$.
In a right triangle, the side opposite angle $\theta$ is $7$ and the side adjacent is $24$. Find $\tan\theta$.
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What are the exact values of $\sin 45°$, $\cos 45°$, and $\tan 45°$?
What are the exact values of $\sin 45°$, $\cos 45°$, and $\tan 45°$?
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Convert $90°$ to radians.
Convert $90°$ to radians.
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What is $\tan 90°$?
What is $\tan 90°$?
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In a right triangle with hypotenuse $10$ and one angle $30°$, find the side opposite the $30°$ angle.
In a right triangle with hypotenuse $10$ and one angle $30°$, find the side opposite the $30°$ angle.
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What is the Pythagorean identity for sine and cosine?
What is the Pythagorean identity for sine and cosine?
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What is $\cos 90°$?
What is $\cos 90°$?
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How do you convert radians to degrees?
How do you convert radians to degrees?
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If $\sin\theta = -\dfrac{3}{5}$ and $\theta$ is in Quadrant III, find $\cos\theta$.
If $\sin\theta = -\dfrac{3}{5}$ and $\theta$ is in Quadrant III, find $\cos\theta$.
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What is $\sin 270°$?
What is $\sin 270°$?
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What are the three reciprocal trig functions?
What are the three reciprocal trig functions?
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In a triangle, $a = 5$, $b = 7$, and angle $C = 60°$. Find side $c$ using the law of cosines.
In a triangle, $a = 5$, $b = 7$, and angle $C = 60°$. Find side $c$ using the law of cosines.
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What is $\tan 0°$?
What is $\tan 0°$?
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Convert $60°$ to radians.
Convert $60°$ to radians.
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What is the law of sines?
What is the law of sines?
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In which quadrants is tangent positive?
In which quadrants is tangent positive?
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What is the alternate form of $\tan\theta$ in terms of sine and cosine?
What is the alternate form of $\tan\theta$ in terms of sine and cosine?
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