The translation of 6 units right increase the x-coordinate by 6 and 5 units up increase the y -coordinate by 5 units.
So coordinates of triangle P'Q'R' after translation is,
So new coordinates are,
P'(6,5)
Q'(14,1)
R'(0,9)
PART B.
The translation of 8 units left means that x-coordinate decrease by 8 units and 2 unit down means that y-coordinate decrease by 2 units.
Determine the coordinates of vertices of triangle after trnaslation.
So coordinates of triangle P'Q'R' is,
P'(-8,-2)
Q'(0,-6)
R'(-14,2)
Part C:
The translation of 3 units right means x-coordinate increase by 3 and 4 units down means that y-coordinate decrease by 4.
Determine the coordinate of triangle after translation.
So coordinates of triangle P'Q'R' is,
P'(3,-4)
Q'(11,-8)
R'(-3,0)