Orthogonality arises when an instruction set design contains a "backup" instruction for any other instruction that achieves the same goal. You may tell me whether or not it is right.

Orthogonality arises when the design of an instruction set provides a "backup" instruction for each instruction that performs the same function. Please indicate whether or not it is accurate.

Orthogonality arises when the design of an instruction set provides a "backup" instruction for each instruction that performs the same function. Please indicate whether or not it is accurate.

By definition, orthogonal instruction sets have a "backup" instruction for any instruction that performs the same function. Please let me know whether I'm right or wrong.

By definition, orthogonal instruction sets have a "backup" instruction for any instruction that performs the same function. Please let me know whether I'm right or wrong.

In this implementation, each instruction is provided with its own data independently of how other instructions acquire theirs. We insert a(n): A Multiple Input/Output B The Case of Many Pieces of Information or Directions C Unique Information Only One D Several Insts From One

Orthogonality is the ability of an instruction set architecture to have a "backup" instruction for any instruction that does the same task. Tell me whether that's correct or not.

There are two "backup" instructions for each instruction in a computer instruction set design, which is called orthogonality. Tell us whether this statement is correct or incorrect.

Strict instruction. don't copy.

Write an instruction that uses a segment override.