Gray Code | Gray to Binary code conversion | Binary to Gray code conversion | DE.07

This video tutorial introduces Gray code, a binary numeral system where two successive values differ in only one bit. Named after Frank Gray, it is also known as reflective code due to its unique arrangement. The video explains how to construct Gray code using the mirror technique and discusses its applications in error checking and digital communications. It provides detailed steps for converting binary numbers to Gray code and vice versa, using XOR operations. The tutorial concludes with a call to action for viewers to subscribe and engage with the content.

What is the unique property of Gray code that differentiates it from other binary codes?

• It does not change any bits between successive numbers.

• It changes all bits between successive numbers.

• It changes only one bit between successive numbers.

• It changes two bits between successive numbers.

Which technique is used to construct Gray code for numbers?

• Mirror technique

• Reflection technique

• Rotation technique

• Inversion technique

What operation is essential for converting binary numbers to Gray code?

• NOT operation

• XOR operation

• OR operation

• AND operation

In the conversion from binary to Gray code, what is the first step?

• Copy the LSB of the binary number.

• Copy the MSB of the binary number.

• Add a zero to the binary number.

• Invert the binary number.

When converting from Gray code to binary, what is the first step?

• Add a zero to the Gray code.

• Invert the Gray code.

• Copy the LSB of the Gray code.

• Copy the MSB of the Gray code.