Question

introduction
drag the black dots to the following points:
(4, -7)
(-6, 2)
the word correct will appear when your answer is right.

Explanation:

Step1: Locate (4, -7)

For the point \((4, -7)\), the \(x\)-coordinate is 4 (move 4 units to the right of the origin) and the \(y\)-coordinate is -7 (move 7 units down from the origin). Identify the black dot that should be moved here.

Step2: Locate (-6, 2)

For the point \((-6, 2)\), the \(x\)-coordinate is -6 (move 6 units to the left of the origin) and the \(y\)-coordinate is 2 (move 2 units up from the origin). Identify the black dot that should be moved here.
(Note: Since this is a drag - and - drop task, the actual movement is done visually on the grid. The key is to use the coordinate rules: \(x\)-coordinate determines horizontal (right for positive, left for negative) and \(y\)-coordinate determines vertical (up for positive, down for negative) movement from the origin \((0,0)\).)

Answer:

To solve the drag - and - drop task:

1. For the point \((4, -7)\): Start at the origin \((0,0)\). Move 4 units to the right along the \(x\)-axis (because \(x = 4\) is positive) and then 7 units down along the \(y\)-axis (because \(y=-7\) is negative). Drag the appropriate black dot to this location.
2. For the point \((-6, 2)\): Start at the origin \((0,0)\). Move 6 units to the left along the \(x\)-axis (because \(x = - 6\) is negative) and then 2 units up along the \(y\)-axis (because \(y = 2\) is positive). Drag the appropriate black dot to this location.

When the dots are placed correctly, the word "correct" will appear.