Question

Which of the following describes the movement of a figure that is translated according to the rule below? (x,y) (x-7,y+1) Question 2 options: left 7 units and up 1 unit up 7 units and left 1 unit down 7 units and right 1 unit right 7 units and down 1 unit

Answer 1

The translation rule (x,y) → (x-7,y+1) moves a figure 7 units to the left and 1 unit upward on a coordinate plane.

Step-by-step explanation:

When a figure is translated according to the rule (x,y) → (x-7,y+1), this means that for any point on the figure, you subtract 7 from the x-coordinate and add 1 to the y-coordinate.

Considering our conventional understanding that a positive or rightward movement on the x-axis is positive and leftward is negative, we can infer that subtracting 7 would move the figure 7 units to the left.

Similarly, a positive or upward movement on the y-axis is positive, so adding 1 moves the figure 1 unit upward. Therefore, the figure is translated left 7 units and up 1 unit.

Answer 2

it would have to reflect with pi wich is 3.14 divided by the congruent some of capacium of ensident.

Step-by-step explanation: