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what are three ways to denote a translation?
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@mathmate
Start with the point A (3, 1). Translate the point 1 unit to the left and 4 units down. What are the new coordinates of the point A’? Now translate A’ 3 unit to the left and 2 units up. What are the new coordinates of the point A’’? What translation would need to be made in order for the result to be the original point A (3, 1)? how about this one?
For the second question, if we denote t: (x,y) -> (x+h, y+k) by the operator T(h,k), then A'=T(-1,-4)A and A"=T(-2,+2)A' So A"=T(-1,-4) T(-2,+2) A =T(-3,-2)A To go from A" to A, take the inverse transformation, which is the negative of T(-3,-2), or T(3,2).
thank you!!
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