Answer:
[tex](2,-3)[/tex]
Step-by-step explanation:
Point of the form [tex]\left ( x,y \right )[/tex] means it is at a distance of x units from x - axis and y units from y - axis .If this point is translated a units left and b units down then new point becomes [tex]\left ( x-a,y-b \right )[/tex]
If this point is translated a units left and b units up then point becomes [tex]\left ( x-a,y+b \right )[/tex]
If this point is translated a units right and b units down then point becomes [tex](x+a,y-b)[/tex]
If this point is translated a units right and b units up then point becomes [tex](x+a,y+b)[/tex]
Given Point: [tex]\left ( 4,5 \right )[/tex]
If this point is translated 2 units left and 8 units down then this point becomes [tex](4-2,5-8) = (2,-3)[/tex]
