Common Core HSF.IF.C.7.E worksheet
High school · 16 questions · Common Core: HSF.TF.B.5, HSF.IF.C.7.E · England: A-level Pure Mathematics
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Question 1
What is the maximum value of y = 2sin x + 1?
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Question 2
What is the period of y = 4cos(8x), with x in radians? Give it in terms of π.
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Question 3
For y = −sin(4x) + 4 (x in degrees), what is the amplitude?
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Question 4
What is the maximum value of y = 4 sin x + 3?
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Question 5
What is the amplitude of y = 3 cos(3x)?
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Question 6
What is the minimum value of y = sin x + 0?
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Question 7
What is the period of y = 4cos(2x), with x in radians? Give it in terms of π.
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Question 8
For y = −5sin(x) + 1 (x in degrees), what is the amplitude?
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Question 9
What is the minimum value of y = 1 sin x + 3?
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Question 10
What is the amplitude of y = cos(6x)?
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Question 11
What is the maximum value of y = 2sin x − 2?
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Question 12
What is the period of y = 4cos(8x), with x in radians? Give it in terms of π.
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Question 13
For y = 3sin(3x) − 3 (x in degrees), what is the amplitude?
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Question 14
What is the minimum value of y = 4 sin x + 1?
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Question 15
What is the amplitude of y = 3 cos(x)?
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Question 16
What is the maximum value of y = 5sin x − 3?
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