Respuesta:
Explicación paso a paso:
Vector de traslación: V ( 7, -3 )
A ( -3, 1 ) ; B ( -3, 3 ); C ( -2, 4 ); D ( -2, 5 ); E ( -3, 6 ); F ( -5, 6 ); G (-5, 2 )
A' = A + V = ( -3, 1 ) + ( 7, -3 ) = A' ( -3 +7, 1-3 ) ------ A' ( 4, -2)
B' = B + V = ( -3, 3 ) + ( 7, -3 ) = B' ( -3 + 7, 3-3 ) ------ B' ( 4, 0 )
C' = C + V = ( -2, 4 ) + ( 7, -3 ) = C' ( -2+7, 4-3 ) ------- C' ( 5, 1 )
D' = D + V = ( -2, 5 ) + ( 7, -3 ) = D' ( -2 + 7, 5-3 ) ------ D' ( 5, 2 )
E' = E + V = ( -3, 6 ) + ( 7, -3 ) = E' ( -3 +7, 6-3 ) -------- E' ( 4, 3 )
F' = F + V = ( -5,6 ) + ( 7, -3 ) = F' ( -5 + 7, 6 -3 ) -------- F' ( 2, 3 )
G' = G + V = ( -5, 2 ) + ( 7, -3 ) = G' ( -5 + 7, 2-3 ) ------- G' ( 2, -1 )
