Java Games: Flashcards, matching, concentration, and word search.

Defintions

A series of equations of periodic functions. You will be asked to find: Min, Max, Amplitude, Period, vertical, and horizontal shifts.

AB
The distance bewtween the Max or Min and Mid-line of a periodic functionAmplitude
Mid-Liney=Max-min
What is the distance from the x-axis for this function: y = 5sin[2(x-2)]+33
What is the period for this function: y = 4sin[2(x-2)]+2pi
The distance between: the y-axis and the intersection point of the midline and the upward trend of the cycle.the value of 'c'
How many cycles would there be in a span of 2pi for the following function: y = 3 sin [4(x+2.5)]-1 in a span of 2pi4
What does 'b' represent in a sinusoidal function?The amount of cycles in 2pi
What would be the midline of this sinusoidal function: y = 5sin[2(x-3)]+1010
What would be the max value in this function: y = 2sin[3(x-1)]-3-1
What is the minimum of this sinusoidal function: y = 2 sin [3(x+4)]-4-6
What is the amplitude of this function: y = 2.2 sin [3.2(x-3)]+22.2
What period would you need if your periodic function cycled 4 times in the distance of 2pi0.5pi



This activity was created by a Quia Web subscriber.
Learn more about Quia
Create your own activities