The vertices of triangle WXY have coordinates W(3, 2), X(5, 5), and Y(7, 3). Triangle WXY was transformed to produce triangle WꞌXꞌYꞌ, with coordinates Wꞌ(−2, −1) and Yꞌ(2, 0). What are the coordinates of vertex Xꞌ? ( , ) WILL FAN AND GIVE A MEDAL
is that supposed to ask what are the coordinates of vertex X'?
nevermind.... I see it now XD
do you have graph paper? this will be really easy if you do.
No sorry
okay... that's okay. do you know the distance formula?
no
sup
\[d=\sqrt{(x_2-x_1)^2+(y_2-y_1)^2}\] you can choose either points W and W' or Y and Y' to find out the distance between the points.
ok
are you going to pick?
w
okay... so \[d=\sqrt{(-2-3)^2+(-1-2)^2}\] do you see how I got those?
yes
now solve what's in the parentheses first
_1
?.. you should get \[d=\sqrt{(-5)^2+(-3)^2}\]
that the answer ? @BloomLocke367
no... what's \(-5^2\) and \(-3^2\)?
look at point w and w dash how has x and y changed ? 5 left -3 down do the same to x x (5-5) =0 y(5-3) 2 the new x is (0,2)
ohh I see i really suck at math
it's okay.. we're here to help
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do you still need help, or did @jamaica25 help you?
no thank yall but i have a few more could you help me with ?
sure.... just be sure to open a new question XD
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