Question

plot these four points on the coordinate plane. a(-7,5), b(-4,-5), c(6,-2), d(6,3).

Explanation:

Step1: Plot Point A(-7,5)

To plot \( A(-7,5) \), we first locate the x - coordinate \( x=-7 \) on the x - axis (move 7 units to the left of the origin) and then the y - coordinate \( y = 5 \) on the y - axis (move 5 units up from the x - axis). Mark the point at this intersection.

Step2: Plot Point B(-4,-5)

For \( B(-4,-5) \), find \( x=-4 \) (4 units left of the origin) on the x - axis and \( y=-5 \) (5 units down from the x - axis) on the y - axis. Mark the point where these two positions meet.

Step3: Plot Point C(6,-2)

To plot \( C(6,-2) \), locate \( x = 6 \) (6 units right of the origin) on the x - axis and \( y=-2 \) (2 units down from the x - axis) on the y - axis. Mark the intersection point.

Step4: Plot Point D(6,3)

For \( D(6,3) \), find \( x = 6 \) (6 units right of the origin) on the x - axis and \( y = 3 \) (3 units up from the x - axis) on the y - axis. Mark the point at their intersection.

Answer:

• Point \( A(-7,5) \): x = - 7, y = 5 (left 7, up 5 from origin).
• Point \( B(-4,-5) \): x = - 4, y = - 5 (left 4, down 5 from origin).
• Point \( C(6,-2) \): x = 6, y = - 2 (right 6, down 2 from origin).
• Point \( D(6,3) \): x = 6, y = 3 (right 6, up 3 from origin). (These points are plotted on the given coordinate plane as per the above - described steps)