ANSWER
R(-3, 4) → R'(4, 2) → R''(3, 1)
EXPLANATION
To translate the point R(-3, 4) along the vector <7, -6>, we have to add each coordinate of the vector to each coordinate of the point,
[tex]R(-3,4)\to R^{\prime}(-3+7,4-6)=R^{\prime}(4,-2)[/tex]
Then, for the other vector <-1, 3> the process is the same,
[tex]R^{\prime}(4,-2)\to R^{\doubleprime}(4-1,-2+3)=R^{\doubleprime}(3,1)[/tex]
Hence, the sequence is R(-3, 4) → R'(4, 2) → R''(3, 1).
