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LAB_5_Exercises - Lab 5 Exercises Exercise 1 A binary...

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Lab 5 Exercises Exercise 1: A binary digital byte is an eight-object logic gate. For example, let's create an eight LED byte organized as shown on the figure below: With the word “binary” it is meant that this logic gate takes logic arguments that comply with the binary system of numbers: 2 0 =1, 2 1 =2, 2 2 =4, 2 3 =8, 2 4 =16, 2 5 =32, 2 6 =64, 2 7 =128. For example, if we write a 1 (which is 00000001 in binary language) to the binary byte, then LED number 0 will light up. If we write 32 (which is 00100000 in binary language) to the binary byte, then LED number 5 will light up. If we want LED’s number 3 and 6 to light up, we must write 8+64=72 (which is 01001000 in binary language). If we want all the LED’s to light up, we must write 255 (which is 11111111 in binary language) to the binary gate. There are two ways to light up the LED's that we want. In the first one, we send an array of Booleans made up of 8 Booleans with each Boolean corresponding to one of the LED’s. In the second method, we send a number to the digital byte (the method explained above). Create a VI that contains the LED arrangement shown above. Light up the LED’s 0, 2, 4, 6, 7, 5, 3, 1 in order. This lighting up series should continue on until the user
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