Question

If the point (x, y) is on the small rectangle, then which point must be on the large rectangle?

Answer 1

Explanation:

Hello! Remember you have to write complete questions in order to get good and exact answers. This question is incomplete but I'm going to help you assuming some things:

• The small rectangle is built up by the x and y-axis and the point $(x,y)=(6,4)$

• The large rectangle is built up by the x and y-axis and the point that follows the rule:

$(x',y')\rightarrow (x+4,y+4)$

For the small rectangle, the vertices are:

$A(0,0) \\ \\ B(6,0) \\ \\ C(6,4) \\ \\ D(0,4)$

Therefore, if $(6,4)$ lies on the small rectangle, for the large rectangle we have:

$(x',y')=(6+4,4+4)=(10,4)$

In conclusion:

If point $(6,6)$ lies on the small rectangle, then $(10,4)$ lies on the large rectangle.