Answer :
Answer:
(10, -3)
Step-by-step explanation:
Translation left or right alters the x-axis
Translation up or down alters the y-axis
Since you didn't provide any equation, I can't show you the work which proves this but I hope this helps
The image point would be (2,-2)
When dealing with simple translations like this, we can this of translations as a number line: as your number increases, it goes to the right, if your number decreases, it goes to the left (atleast for the x-axis).
Because 5 units to the RIGHT would mean adding (because a number line when going towards the right means addition) then we add 5 to -3 which would get us 2.
Next we have the translation for going DOWN 2 units. Usually up and down can also be associated with addition and subtraction, in this case, up is addition and down is subtraction. This question says DOWN 2 units, therefore we subtract 2 from the already given 0 in the point, therefore we get -2 as our y-value.
This combined x and y value would then leave you with the image point of (2,-2)
When dealing with simple translations like this, we can this of translations as a number line: as your number increases, it goes to the right, if your number decreases, it goes to the left (atleast for the x-axis).
Because 5 units to the RIGHT would mean adding (because a number line when going towards the right means addition) then we add 5 to -3 which would get us 2.
Next we have the translation for going DOWN 2 units. Usually up and down can also be associated with addition and subtraction, in this case, up is addition and down is subtraction. This question says DOWN 2 units, therefore we subtract 2 from the already given 0 in the point, therefore we get -2 as our y-value.
This combined x and y value would then leave you with the image point of (2,-2)