Trigonometry delves into the relationships between triangle angles and sides, focusing on sine, cosine, and tangent functions. These functions exhibit periodic behavior and are graphically represented to aid in solving equations. The sine and cosine functions oscillate between -1 and 1, while the tangent function's range is all real numbers. Understanding their graphical properties is crucial for finding solutions within specific intervals.
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1
Trigonometric functions periodicity
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2
Sine and cosine value range
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3
Tangent function value range
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4
The ______ wave repeats its pattern every ______ radians, equivalent to ______ degrees.
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5
Cosine function initial value at x=0
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6
Symmetry types in cosine function
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7
Role of symmetries in solving cosine equations
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8
Unlike sine and cosine, the ______ function has vertical asymptotes at ______, and its range includes all ______.
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9
Interpreting intersections in trigonometric graph solutions
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10
Identifying additional solutions for sine and cosine equations
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11
Generating solutions for tangent equations
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12
The ______ function is known for its vertical asymptotes and infinite range.
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