How to find x and y in terms of x' and y' respectively?
1 Answer
Feb 2, 2018
Explanation:
((x'),(y'))=3((x),(y))+((2),(1))
rArrx'=3x+2tox=1/3(x'-2)
rArry'=3y+1toy=1/3(y'-1)
((x'),(y'))=3((x),(y))+((2),(1))
rArrx'=3x+2tox=1/3(x'-2)
rArry'=3y+1toy=1/3(y'-1)