Assignment Summary For this assignment, you will use sinusoids to model mathematical and real-world problems.
Background Information
Data sets that are cyclical, harmonic, oscillating, or periodic can be modeled with sinusoidal functions. Finding key features such as minimum, maximum, amplitude, period, and frequency are helpful in determining a sinusoidal model. Recall that the general forms of equations of sinusoids can be in these forms: y = a sin(b(x – h)) + k or y = a cos(b(x – h)) + k.
Assignment Instructions
For this project, you are expected to submit the assignment (Parts 1 and 2) at the end of this document.
Step 1: Prepare for the performance task.
a) Read through the guide before you begin so you know the expectations for this assignment.
b) If there is anything that is not clear to you, be sure to ask your teacher.
a) If your word processing program has an equation editor, you can insert your equations here. Otherwise, print this activity sheet and write your answers by hand.
Step 2: Complete Parts 1 and 2 in the Assignment section of this document.
a) Read all directions carefully.
b) Complete each task.
c) Insert images or screenshots of graphs when needed. Be sure that all graphs or screenshots include appropriate information such as titles, labeled axes, etc.
d) Be sure to show all your work, You will be given partial credit based on the work you show and the completeness and accuracy of your explanations
e) Consider underlining and circling important components in the problems.