How to get to second base
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This document discusses how to convert binary numbers to decimal numbers. It explains that binary uses only the digits 0 and 1 to represent on/off states, while decimal uses 0-9. The project takes any 4-digit binary number as input and outputs both its decimal equivalent and a .wav file for the corresponding decimal digit. As an example, it shows that the 4-bit binary number 0101 converts to the decimal number 5 using the place value method.
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How to get to second base
- 1. How to Get To second Base Binary to DecimalTeam 6Karl Laguerre, Chris Pyman, Sha Maula, John Sullivan
- 2. BinaryBinary is a base 2 method of counting, and is also the way that computers read assembly code. Consisting of the numbers 0 and 1, representing 0V (off) or 5V (on), it can be translated to the base 10, or decimal number system, that we are used to.
- 3. Our project consisted of taking any given four digit binary number and translating it to its decimal equivalent while also outputting a .wav file corresponding to the decimal digit.
- 4. What is the decimal value of 0101?(0 * 23) + (1 * 22) + (0 * 21) + (1 * 20)0 + 4 + 0 + 1 = 50101 = 5
- 5. Front Panel
- 7. Sub VI
- 8. Time to get to second base!!