Period and amplitude formula


      A. Without graphing this function, determine its period, amplitude, and average value. B. Graph one period of this function. Label appropriate values on the axes. 3. The rate of intake during a respiratory cycle (liters/sec) for a person at rest is proportional to a. sine wave with period six seconds. Suppose the rate is 0.85 liters/sec when sec.

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    • [DOC File]Project1: Automation using Light Sensors

      Part I Amplitude. 6. Determine how the period depends on amplitude. Measure the period for five different amplitudes. Use a range of amplitudes, from just barely enough to unblock the Photogate, to about 300. Each time, measure the amplitude using the protractor so that the mass with the string is released at a known angle.

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    • OpenTextBookStore Catalog

      Amplitude: 1. The period is . 2π B , where B. is the coefficient in front of . x . Period: 12. In order to find the horizontal shift, the inside of the sine operator must be factored. π 6 x+π= π 6 (x+6) . Horizontal shift: 6 to the left. Midline: y=-3 .17. To find the formula of the function we must find the Amplitude…

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    • [DOC File]6 - THANGARAJ MATH

      Find the amplitude (which will tell you the “a”) The amplitude is the distance from the middle to the peak. Since the peak is 2 and the middle is -1, the amplitude is a= 2 – (-1) = 3. Step 3: Find the period (which will help you find “k”) Since the function completes 5 cycles …

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    • [DOC File]Chapter 6: Sinusoidal Functions

      Amplitude, midline, and period, when combined with vertical flips, allow us to write equations for a variety of sinusoidal situations. Try it Now If a sinusoidal function starts on the midline at point (0,3), has an amplitude of 2, and a period of 4, write a formula for the function.

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    • [DOC File]Period amplitude and phase shift - schoolphysics

      Therefore for s.h.m. the period is independent of the amplitude, providing that the motion is not damped (see below). This motion is also known as isochronous . motion. If the displacement at a time t is x1, then x1 is given by the formula. x1 = r sin t. and the displacement at a time (t + 2 / ) is x2, where

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