Question

Triangle STU is located at S (2, 1), T (2, 3), and U (0, -1). The triangle is then transformed using the rule (x-4, y+3) to form the image S'T'U'. What are the new coordinates of S', T,' and U'? Describe what characteristics you would find if the corresponding vertices were connected with line segments.

Answer 1

@HARSH123

Answer 2

The rule of transform x-4, y+3. Can you tell me what do this mean?

Answer 3

crumcake?

Answer 4

no i was hoping for an answer

Answer 5

idk how to geometry im trying to graduate to feed my family

Answer 6

Just perform the indicated rule (x-4, y+3) for every x and y coordinates in the points of the triangle. Say in S(2,1) --> It will now be (2-4,1+3) Hence S'(-2,4)

Answer 7

All right. For example, in triangle STU, S is (2, 1); the rule to transform it is x-4, y+3. So S' will be (2-4, 1+3)--(-2, 4). Now do you understand? Try to get the location of T' and U'.

Answer 8

oh ok thats easy

Answer 9

T (-2, 6)
U (-4, 2)

Answer 10

Excellent!

Answer 11

is that the whole equation?

Answer 12

Yes. The points are: S'=(-2, 4); U'=(-4, 2);T'=(-2, 6).

Answer 13

awesome. I have another question

Answer 14

Triangle OWL was rotated to create triangle O'W'L'. Describe the transformation using details and degrees. Imagine points O and O' were two points on a circle named R that had the origin as its center. Now imagine points W and W' were to also lie on a circle named T with the origin as its center. What type of circles would R and T create?

Answer 15

https://svcs.brainhoney.com/Resource/14577036,274,0,0/Assets/59092_51dc5b79/0209_02_g3_q3.jpg

Answer 16

Okay, please wait a minute.

Answer 17

Oh, this problem is a kind of difficult, for I need to draw.

Answer 18

still trying?

Answer 19

Sorry, crumake. My computer had some problems so that I cannot tell you the answer.

Answer 20

This question is too difficult for me to answer. Sorry. I wish you will find help from others.