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DIRECTIONS: Use this information to answer Parts A and B. A right Triangle XYZ has Vertices X(-2,-1) and Y(1,1) and a right angle at Vertex Z. Part A What could the coordinates of Vertex Z be? Enter the correct answers in the boxes. Show Hints ◻ ◻ or ◻ ◻

DIRECTIONS: Use this information to answer Parts A and B.\newlineA right Triangle XYZ X Y Z has Vertices X(−2,−1) X(-2,-1) and Y(1,1) Y(1,1) and a right angle at Vertex Z Z .\newlinePart A\newlineWhat could the coordinates of Vertex Z Z be?\newlineEnter the correct answers in the boxes.\newlineShow Hints\newline□ \square \newline□ \square or □ \square \newline□ \square

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Q. DIRECTIONS: Use this information to answer Parts A and B.\newlineA right Triangle XYZ X Y Z has Vertices X(−2,−1) X(-2,-1) and Y(1,1) Y(1,1) and a right angle at Vertex Z Z .\newlinePart A\newlineWhat could the coordinates of Vertex Z Z be?\newlineEnter the correct answers in the boxes.\newlineShow Hints\newline□ \square \newline□ \square or □ \square \newline□ \square
  1. Triangle Orientation: Since XYZXYZ is a right triangle with a right angle at Vertex ZZ, Vertex ZZ must be either horizontal or vertical to both XX and YY.
  2. Horizontal Possibilities for Z: To find the horizontal possibilities for Z, keep the y-coordinate of X (−1-1) and use the x-coordinate of Y (11). So one possible coordinate for Z is (1,−1)(1, -1).
  3. Vertical Possibilities for Z: To find the vertical possibilities for Z, keep the x-coordinate of X (−2(-2) and use the y-coordinate of Y (1)(1). So another possible coordinate for Z is (−2,1)(-2, 1).

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