Solve Lesson 3 Page 48 Math Learning Topic 10 – Kite>
[ad_1] Topic The Earth moves around the Sun in an elliptical orbit of which the Sun is the focal point. Given that this ellipse has a semi-major axis \(a \approx…
[ad_1] Topic The Earth moves around the Sun in an elliptical orbit of which the Sun is the focal point. Given that this ellipse has a semi-major axis \(a \approx…
[ad_1] Topic In the coordinate plane Oxy, for the hyperbola the canonical equation is \(\frac{{{x^2}}}{4} – \frac{{{y^2}}}{1} = 1\) a) Determine the coordinates of the vertices, the focal point, the…
[ad_1] Topic Write down the canonical equation of the ellipse (E) in each of the following cases: a) The length of the major axis is 6 and the focal point…
[ad_1] Topic Pluto moves around the Sun in an orbit that is an ellipse with one of the two focal points being the center of the Sun. Given that this…
[ad_1] Practice Let the hyperbola (H) have a vertex of \({A_1}( – 4;0)\) and a focal length of 10. Write the canonical equation and draw the hyperbola (H). Detailed explanation:…
[ad_1] Topic The first artificial satellite was launched from Earth by the Soviet Union (former) in 1957. The satellite's orbit is an ellipse with the center of the Earth as…
[ad_1] Contract 8 Let the ellipse (E) have the canonical equation \(\frac{{{x^2}}}{{{a^2}}} + \frac{{{y^2}}}{{{b^) 2}}} = 1\) \((0 < b < a)\) Consider a circle (C) with center O and…
[ad_1] Problem In the coordinate plane Oxy, for the line \(\Delta 😡 = – 5\) and the point \(F\left( { – 4;0} \right)\). Take 3 points \(A\left( { – 3;1}…
[ad_1] Select a sentence to see the solution faster Contract 5 In the plane, consider the hyperbola (H) as the set of points M such that \(\left| {M{F_1} – M{F_2}}…
[ad_1] Topic Let the parabola have the canonical equation \({y^2} = 2x\). Find the focus, the equation of the standard line of the parabola and draw that parabola. Solution method…