Question

Write the ordered pair for point G.

Short answer

The ordered pair that names each points of Gis $(-1,2)$.

Step-by-step solution

Step 1. State the concept for finding the coordinates of a point.

In rectangular coordinate system any point be in the form of $\left(x,y\right)$.

• In Quadrant I, both the coordinates of ordered pair are positive, that is, $\left(+,+\right)$.
• In Quadrant II, first number is negative and second is positive, that is, $\left(-,+\right)$.
• In Quadrant III, both the coordinates of ordered pair are negative, that is, $\left(-,-\right)$.
• In Quadrant IV, first point is positive and second is negative, that is, $\left(+,-\right)$.

Step 2. Plot the point.

In order to plot the pointG, observe that G is in second Quadrant.

To plot the graph of the point G, first move 1 unit to the left starting from origin and then move 2 units up.

Thus, the point is G$(-1,2)$.

Step 3. State the conclusion.

Since, the pointGis in QuadrantII, therefore, the required coordinates of pointG is $(-1,2)$.