Digital Signal Processing Using MATLAB and Wavelets

| 1. | What is a signal? |
|
| 2. | What is a system? |
|
| 3. | What is a transform? |
|
| 4. | What does x[ n] imply? |
|
| 5. | What does x( t) imply? |
|
| 6. | What is the decimal value of the binary fixed-point number 0101.01? (show work) |
|
| 7. | Represent 75.625 as a fixed-point binary number. |
|
| 8. | Represent 36.1 as a fixed-point binary number. |
|
| 9. | Convert the Cartesian point (2, 5) to polar coordinates. |
|
| 10. | Convert the polar coordinates 4, 25 degrees to Cartesian coordinates. |
|
| 11. | Explain what we mean by quantization in time, and quantization in amplitude. |
|
| 12. | Why are sinusoids useful in digital signals? |
|
| 13. | Why is there a problem using ? = arctan( b/ a) for conversion to polar coordinates? |
|
| 14. | What are the differences between analog and digital? |
|
Answers
| 1. | A measurable, variable phenomenon, often a physical quantity that varies with time. |
| 2. | |
| 3. | The operation that the system performs. |
| 4. | |
| 5. | Signal " x" is indexed by t. Signal " x" is continuous. Index "t" is also continuous. x( t) represents an analog signal. |
| 6. | |
| 7. | 01001011.101 in binary. Since we did not specify how many bits this number occupies, we will leave it as is, without appending 0s (or truncating it). |
| 8. | |
| 9. | r = 5.3852 Since this point is in the first quadrant, no correction is needed. |
| 10. | |
| 11. | When a continuous (analog) signal is sampled, or converted to a discrete time-domain signal, we have limited... |