Draw and label a figure for each relationship. 6. AB is in plane Q. 7. ST intersects AB at P. 8. Point X is collinear with points A and P. 9. Point Y is not collinear with points T and P. 10. Line l contains points X and Y. Drawings for numbers 6-10 6. 8. 7.

Prove

4. 5. Identify the similar triangles. Find x, PR and TR. 2x-3 5. .R

The vertices of a square are H(0, 2), I(2, 0), J(0, –2), and K(-2,0). Which statements are true of the image of HIJK after the given composition of transformations? Select all that apply. Step 1: (x, y) → (-y, x) Step 2: (x, у) — (Зх, Зу) H" (-2,0) HIJKE H'I'J'K' H'TJ'K'~ H"I"J"K" J" (6, 0) Y = xis a line of symmetry for the HIJK and H"I"J"K"