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Standard Equation of Ellipse

how to draw a...

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how to draw an astroid which has a equation (x)^2/3 + (y)^2/3 = a^2/3

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Q. The equation normal to the curve

x^{2 / 3} + y^{2 / 3} = a^{2 / 3}

(a, 0)

x^{2 / 3} + y^{2 / 3} = a^{2 / 3}, (a > 0)

be the equation of curve then which of the following is/are correct?

Q. The equation of normal

x^{2 / 3} + y^{2 / 3} = a^{2 / 3}

(\frac{a}{2 \sqrt{2}}, \frac{a}{2 \sqrt{2}})

x^{2 / 3} + y^{2 / 3} = a^{2 / 3}, (a > 0)

be the equation of curve then which of the following is/are correct?

Q. For the equation

x^{2 / 3} + y^{2 / 3} = a^{2 / 3}

, find the equation of tangent at the point

x = a {sin}^{3} θ, y = a {cos}^{3} θ

.

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Standard Equation of Ellipse

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