Use a matrix to translate triangle ABC with vertices A(-2, 4), B(3, 0) and C(1, 5) using the rule (x, y)(x + 2

Use a matrix to translate triangle ABC with vertices A(-2, 4), B(3, 0) and C(1, 5) using the rule (x, y) translates to (x + 2, y - 3).





a.) What is the translation matrix for this problem? Do your best to type the matrix in rows and columns. You do not have to put the brackets around it.


b.) What is the solution matrix? Again, do your best to type your answer in rows and columns.

Use a matrix to translate triangle ABC with vertices A(-2, 4), B(3, 0) and C(1, 5) using the rule (x, y)(x + 2
x°.... | 1...0 |. .. ....|.x..| ......| 2....|


.... = |..........|...X ..| ...| .. + .|......|


y°.... | 0 ...1.| ....... | y | .......| -3.|








A° (0/1) , B°(5/-3) , C°(3/2)
Reply:Hi,





[-2...4]..+..[.2..-3] = [0...1]


[.3...0]..+..[.2..-3] = [5..-3]


[.1...5]..+..[.2..-3] = [3...2]





I hope that helps!! :-)
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