Triangle STU below is translated right 2 units and 3 units down. What are the coordinates of the vertices of the image? A. S’(−9, 12), T’(−12, 5), U’(−6, 5) B. S’(−4, 7), T’(−7, 0), U’(−1, 0) C. S’(−8, 13), T’(−11, 6), U’(−5, 6 ) D. S’(−4, 10), T’(−7, 3), U’(−1, 3)
What is the transformation?
@meilendurcer it does not look like the question is complete.
one sec i think your right.
Right 2 units you add 2 to the x coordinate, down 3 units you subtract 3 from the y coordinate
so B or C?
Good try, now do exactly what you said to the point S and see which choice matches.
S has coordinates (-6,10), so add 2 to x, and subtract 3 from y.
ahh D then
What do you get?
none of it
What did you get for S'?
can't you just tell me the answer please? i need this in tonight
@mathmate
(-6,10) -> (-6+2, 10-7) = ?
-7?
In (-6,10), -6 is the x-coordinate, and 10 is the y-coordinate. So a translation 2 units to the right means add 2 to -6, and 3 units down means subtract 3 from 10. So the new coordinates for S is S'(-6+2, 10-3) =S'(-4,7) Can you find your answer now?
-11?
Your answer has to be one of the choices of a, b, c or d. Look at the coordinates of S' in each of the choices. If there is a match in only one case, that's the answer. If there is a match of S'(-4,7) in more than one choice, you would have to repeat the same calculations for T' to distinguish between the possible choices.
ok yay it's A
Sorry it's not A.
then i was right D?
What was the answer?
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