Translate the point (2, 5) by 3−4.
(5, 1)Write as a column vector: 6 left and 1 down.
−6−1A line segment joins (−1, 0) and (1, 3). Translate it by −25. Where are its ends now?
(−3, 5), (−1, 8)
On a chessboard, a knight moves 2 squares one way, then 1 square at right angles.
From a square near the middle, how many squares can it reach in one move?
8 squares.
A point moves from (1, 1) to (4, 3).
What is the vector?
32
- Describe fully
- Name the transformation and give its vector.
Describe the translation that maps A onto B.
Describe the translation that maps B onto A.
Translation by the vector 65
Translation by the vector 5−7
Translation by the vector 65
Translation by the vector −7−5
Translation by the vector 65
Translation by the vector 5−3
Translation by the vector 65
Translation by the vector −80
Translation by the vector 65
Translation by the vector −67
A maps onto B by the vector 4−7. What vector maps B back onto A?
−47P is translated by 23 to Q. Q is translated by −61 to R. Describe fully the single transformation that maps P onto R.
Translation, −44
Write the vector from (2, 5) to (7, 1).
5−4Describe fully the transformation from A to B.
Translation by −436−5 maps A onto B. Write the vector that maps B onto A.
−65
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