To plot the point (−3, −3) on an Argand diagram: Step 1: Identify the axes. The horizontal axis represents the real part of the complex number. The vertical axis represents the imaginary part of the complex number. Step 2: Locate the real component. The real component is −3. Move 3 units to the left from the origin along the real axis. Step 3: Locate the imaginary component. The imaginary component is −3. From the position found in Step 2, move 3 units downwards parallel to the imaginary axis. Step 4: Mark the point. The point where these movements intersect is the plot of the complex number z = −3−3i, which is at coordinates (−3, −3).

Plot point (-3.-3)

July 30, 2026English

ScanSolve AI Answer

Answer

(-3, -3)

Step-by-step solution

4 steps

To plot the point $(-3, -3)$ on an Argand diagram:

Identify the axes.
The horizontal axis represents the real part of the complex number.
The vertical axis represents the imaginary part of the complex number.
Locate the real component.
The real component is $-3$ . Move 3 units to the left from the origin along the real axis.
Locate the imaginary component.
The imaginary component is $-3$ . From the position found in Step 2, move 3 units downwards parallel to the imaginary axis.
Mark the point.
The point where these movements intersect is the plot of the complex number $z = -3-3i$ , which is at coordinates $\boxed{(-3, -3)}$ .

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