Final answer:
The equation axb is homogeneous if the zero vector is a solution, which is true.
Step-by-step explanation:
A homogeneous equation is one where the zero vector is a solution, meaning that if we substitute the zero vector into the equation, it satisfies the equation. In the equation axb, if we substitute the zero vector (0, 0) into the equation, we get a * 0^b = a * 0 = 0, which means the zero vector is a solution. Therefore, the statement is True.