Mixed Amplitude & Period (All Six Functions)

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1) What is the amplitude of y = -9sin(x)?
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Mixed Amplitude & Period (All Six Functions) - Quiz

Ready for a challenge? This quiz mixes it up with all six trig functions — sine, cosine, tangent, cotangent, secant, and cosecant. You’ll practice identifying amplitudes, periods, and midlines in one place, testing your ability to keep the details straight across different graphs. Try this quiz if you want a... see morewell-rounded review that pushes your understanding further.
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2) What is the amplitude of y = 7cos(x)?
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3) What is the amplitude of y = 4csc(x)?
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4) What is the amplitude of y = 3sec(x)?
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5) What is the period of y = sin(3x)?
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6) What is the period of y = cos(x/4)?
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7) What is the period of y = tan(6x)?
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8) What is the period of y = cot(x/5)?
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9) What is the period of y = sec(2x)?
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10) What is the period of y = csc(3x)?
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11) What is the midline of y = 5sin(x) - 2?
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12) What is the midline of y = -3cos(x) + 4?
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13) What is the midline of y = 7sin(x) + 6?
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14) What is the midline of y = -10cos(x) - 8?
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15) What is the amplitude of y = (1/2)sin(x)?
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16) What is the amplitude of y = -12cos(x)?
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17) What is the period of y = tan(x/2)?
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18) What is the period of y = cot(7x)?
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19) What is the amplitude of y = 2sec(x)?
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20) What is the amplitude of y = -8csc(x)?
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What is the amplitude of y = -9sin(x)?
What is the amplitude of y = 7cos(x)?
What is the amplitude of y = 4csc(x)?
What is the amplitude of y = 3sec(x)?
What is the period of y = sin(3x)?
What is the period of y = cos(x/4)?
What is the period of y = tan(6x)?
What is the period of y = cot(x/5)?
What is the period of y = sec(2x)?
What is the period of y = csc(3x)?
What is the midline of y = 5sin(x) - 2?
What is the midline of y = -3cos(x) + 4?
What is the midline of y = 7sin(x) + 6?
What is the midline of y = -10cos(x) - 8?
What is the amplitude of y = (1/2)sin(x)?
What is the amplitude of y = -12cos(x)?
What is the period of y = tan(x/2)?
What is the period of y = cot(7x)?
What is the amplitude of y = 2sec(x)?
What is the amplitude of y = -8csc(x)?
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