Graph ARST with vertices R(4, 1), S (7, 3), and T (6, 4) and its image after the glide reflection, Translation: (r, y)→ (x, y – 1) Reflection: in the y-axis. Polygon 6 Undo Redo x Reset 17 2 --6 -4 -2 6. -2 -4 ca -6 cl

Q: What is the image point of (-1,-4) after the transformation R90° 0 T4,-4? O

A:

Q: A triangle is defined by the coordinates P1(3, 0, 0), P2(0, 5, 0) and P3(0, 0, 7). The triangle is…

A: NOTE:- By Bartleby rules, only part (a) is done A triangle is defined by the coordinates…

Q: -=8 - 3 = - + 4)² Vertex: (3, -4) 4. p: opens: Ch-4) focus: directrix:

A: The Parabola is  locus of a point whose distance from a  fixed point is equal to its distance from a…

Q: Find the Jacobian of the transformation = 2u+7v, y u² - 5v. =

A:

Q: (3x + 2y)dA where Ris the parallelogram with vertices (0,0), (-3,4), (-5,5), and (-8,9). Use the…

A: Given that,  The vertices of parallelogram are 0,0, -3,4, -5,5, -8,9. To find the integral value of…

Q: (x + 3)² 64 - - (y – 5)² = 1 - Distance from the center to each focus is:

A:

Q: Describe the reflection of △FGH△FGH with vertices F(−3, 2), G(−4, −1)F(-3, 2), G(-4, -1), and H(−6,…

A: