1. The vertices of A DEF are D(1,3), E(5,4), and P (4,-2). If A DEF is translated 6 units to the left and 4 unit down to create A D'E'F', what are the Coordinates for the vertices of A D'E'F' ? -8 F D' = (5,-1) (0.1) (2,-6) E' = F' =
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- Graph the points z=x+iy in |z|A1 How do I identify the order of differencing (d) for these ARIMA models? Any explanation for how to find d by looking at the equation like in this form would be appreciated. Thanks!An object is moving along a path defined by the graph x2+y2=2 Compute dy/dy, if dx/dt=2,x=−1, and y=1.
- 13. The standard form of 3dy-xydx = 3y3e4x/3 by Bernoulli's equation is:Describe the reflection of △FGH△FGH with vertices F(−3, 2), G(−4, −1)F(-3, 2), G(-4, -1), and H(−6, −1)H(-6, -1), to its image △F′G′H△F′G′H′ with vertices F′(2, −3), G′(−1, −4)F′(2, -3), G′(-1, -4), and H′(−1, −6)H′(-1, -6). Use decimals, if necessary. (x, y) ----- I don't know how to represent reflecctions as coordinates.Describe the reflection of △FGH△FGH with vertices F(−3, 2), G(−4, −1)F(-3, 2), G(-4, -1), and H(−6, −1)H(-6, -1), to its image △F′G′H△F′G′H′ with vertices F′(2, −3), G′(−1, −4)F′(2, -3), G′(-1, -4), and H′(−1, −6)H′(-1, -6). Use decimals, if necessary. (x, y) → ( , ) ---- I don't know how to put it into coordinates.