Mathematics

Mathematics, 01.09.2019 11:30, erictallen2005

The foci of the following graph are (1,-√5) and (1,√5
a)true
b)false

The foci of the following graph are (1,-√5) and (1,√5 a)true b)false

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Mathematics, 30.06.2019 03:20, waltersamy30

For the four problems below, graph the equation of the conic section on the coordinates provided and find the indicated points, equations, or lengths (a) y12x 3. (a) vertex: focus: equation of directrix draw the focus and directrix on your graph (y+3) =1 (x-2) (b) (b) 49 16 center length of major axis: length of minor axis coordinates of the foci mark foci on graph with f and f (c) a circle with center (-4, 2) and a radius of 5. (c) equation: write the equation of the circle already on the graph: (d) (d) 25 - = 1 coordinates of the vertices: coordinates of the foci: equations of the asymptotes: make sure to draw the fundamental rectangle on your graph and mark the foci with fi and f

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Mathematics, 30.09.2019 20:30, makaylamsikahema

Algebra 2 common core can some me with these three problems? write an equation of a hyperbola with the given foci and vertices. 1.) vertices (3, ±4), foci (3, ±5) identify each conic section by writing the equation in standard form and sketching the graph. if it is a parabola, give the vertex. if it is a circle, give the center and radius. if it is an ellipse or hyperbola, give the center and the foci. (i can graph it just not sure how to do the rest.) 2.) 25x2 + 4y2 - 50x - 24y - 39 = 0 3.) x2 - 4x - y + 7 = 0

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Mathematics, 29.10.2019 04:31, bajohnson8170

Derive the equation of the ellipse with the given foci f and that passes through point p. write your answer in standard form: x2 / a2 + y2 / b2 = 1. a. the foci are f(−2,0) and ,0), and point p(x, y) satisfies the condition pf + pg = 5. b. the foci are f(−1,0) and ,0), and point pp(x, y) satisfies the condition pf + pg = 5. c. the foci are f(0, −1) and ,1), and point p(x, y) satisfies the condition pf + pg = 4. d. the foci are f(− 2 / 3 , 0) and / 3 , 0), and point p(x, y) satisfies the condition pf + pg = 3. e. the foci are f(0, −5) and ,5), and point pp(x, y) satisfies the condition pf + pg = 12. f. the foci are f(−6,0) and ,0), and point p(x, y) satisfies the condition pf + pg = 20.

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The foci of the following graph are (1,-√5) and (1,√5
a)true
b)false
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