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What's on the worksheet
- Give the midline, the highest and lowest values, and the range of each function.y = 5\sin(3x) + 4y = -\dfrac{3}{2}\cos\left(\dfrac{x}{2}\right) - 1y = 4 - 6\sin xy = \dfrac{\cos(\pi x) + 3}{2}y = -3(2\cos x - 5)
- The graph of y = a x + k has midline y = 4 and highest value 6, and it reaches that highest value at x = 3π2.
- Let $f
- Let $f
- Let $f
- Diego rocks in a rocking chair on a porch at a steady pace.
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The free lesson teaches it with worked examples and practice problems.
Midline and vertical shift: the lesson ›More Chapter 4 worksheets: Trigonometric functions and their graphs
- 4.1Periodic functions
- 4.2Graphing sine and cosine
- 4.3Amplitude and reflection
- 4.4Finding the period from the equation
- 4.5Phase shift
- 4.6Midline and vertical shift
- 4.7Writing an equation from a wave
- 4.8Graphing tangent and the reciprocal functions
- 4.9Inverse trig functions
- 4.10Composing trig and inverse trig functions
- 4.11Height on a turning wheel
- 4.12Tides, daylight and sound
- 4.13Simple harmonic motion