Complex numbers can be graphed on the xy coordinate plane. TRUE OR FALSE

My answer is yes

depends on what xy means. If one of the axis is real, and the other complex, then yes.

thank you

Your answer is incorrect. The statement is true. Complex numbers can indeed be graphed on the xy coordinate plane. In this case, the horizontal axis represents the real part of the complex number, and the vertical axis represents the imaginary part. The point where the horizontal and vertical axes intersect is the origin (0,0), which represents the complex number 0.

The statement "Complex numbers can be graphed on the xy coordinate plane" is true.

To graph a complex number, you can represent the real part of the complex number on the x-axis and the imaginary part on the y-axis. This allows you to visualize complex numbers as points on the plane, similar to how you graph real numbers.

For example, if you have the complex number z = 3 + 4i, you can plot it on the xy-coordinate plane by marking a point at the coordinates (3, 4), where the x-coordinate represents the real part (3) and the y-coordinate represents the imaginary part (4).

By graphing complex numbers on the xy-coordinate plane, you can better understand their properties and relationships.