A triangle has vertices at A (1, 6), B (-4,1), and C (0, -2). What are the coordinates of each vertex if the triangle is translated (x, y)→(x + 9, y - 3)? O A (10 , 3), B' (8,-2), C' (-5 , 9) O A' (10, 3), B' (5, -2), C' (9, -5) O A'(-11, 0), B' (5, -2), C' (-6, -9) O A'(-2, 15), B' (-7, 10), C' (-3, 7) O A' (10, 9), B' (-2,5), C' (5 , 9)

Q: Consider the shape with vertices (1,3),(4,7),(0,10),(-3,5) translate the rectangle so (1,3) lies on…

A: We need to transform the coordinates.

Q: Which of the points P = (-1,4,-7) and Q = (6,-1,5) is closest to the z-axis? OQ (6,-1,5) OQ (6,-1,0)…

A:

Q: Show that the points (5,4,2) ,(6,2,-1) and (8,-2,-7) are collinear

A:

Q: What is the reflection over the y-axis of (-7,8)

A: Given  Point : (-7,8)

Q: The vertices of a square are located at (-4, 0), (-7, 0), (-4, 3) and: (0, 7).

A:

Q: 14) Write the equation of the perpendicular bisector of segment QR if Q(3, -2) and R(7, 6)

A: Find the equation

Q: Is the triangle with the vertices M(-2,5), N(12,3), Q(10,-11) a right triangle?

A: Solved below

Q: How would i determine whether the three points are collinear?   (0,-7), (-3,-21), (2,3)

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Q: The triangle with vertices A(0, 1, 2), B(-1,0,2) and C(1,-2,0) has area = (ii)

A: A(0,1,2) B(-1,0,2) C(1,-2,0)

Q: (-4, - 3), (8, 7). What is the area of a triangle whose vertices are and (8, - 3)?

A: The area of the triangle with the vertices at (x1,y1), (x2,y2) and (x3,y3) is given by the following…