1 Introduction The goal of this laboratory is to gain familiarity with complex numbers and their use in representing sinu- soidal signals such as x(t) = A cos(ωt + φ) as complex exponentials z(t) = Aejφejωt. If you are unsure about what is expected, ask the TA who will grade your report.
In order to keep track of plots, include your plot inlined within your report. You are asked to label the axes of your plots and include a title for every plot. The big advantage of the short time frame of a sprint is that developers are forced to focus on pushing out small. Sprints are generally planned to last about two weeks, though they can be as short as one week or as long as a month. Lab Report: It is only necessary to turn in a report on Sections 5 and 6 with graphs and explanations. Essentially, a sprint is a set amount of time that a development team has to complete a specific amount of work. Turn in the completed verification sheet to your TA when you leave the lab. When you have completed a step that requires verification, simply demonstrate the step to the TA or instructor.
One of the laboratory instructors must verify the appropriate steps by signing on the Instructor Verification line. Verification: The Warm-up section of each lab must be completed during your assigned Lab time and the steps marked Instructor Verification must also be signed off during the lab time. Download Signal Processing First Lab 02: Introduction to Complex Exponentials - Multipath | EE 275 and more Digital Signal Processing Lab Reports in PDF only on Docsity!Signal Processing First Lab 02: Introduction to Complex Exponentials – Multipath Pre-Lab and Warm-Up: You should read at least the Pre-Lab and Warm-up sections of this lab assignment and go over all exercises in the Pre-Lab section before going to your assigned lab session.
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