A polygon is transformed according to the rule: (x, y)-(x + 2, y). Every point of the polygon moves two units in which direction?

Every point of the polygon moves horizontal translation right '2' units

Step-by-step explanation:

Explanation:-

Type of transformation               Change of co-ordinate point            

Vertical transformation    

up  'd' units                                            (x, y ) → ( x , y +d)

Vertical transformation    

down  'd' units                                       (x, y ) → ( x , y -d)    

Horizontal transformation    

left 'c' units                                            (x, y ) → ( x-c , y )      

Horizontal transformation    

right 'c' units                                            (x, y ) → ( x+C , y )      

Given that  a polygon is transformed according to the rule: (x, y)-(x + 2, y)

∴ Every point of the polygon moves horizontal translation right '2' units

2

step-by-step explanation:

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true

step-by-step explanation: