Consider the two curves represented by the equations that are not superellipses. State the type of curve produced each time.

1. |x/2|^2+|y/2|^2=1

2. |x/3|^2 + |y/2|^2 = 1

Question

Sonny Sanchez

Mathematics

18 April, 15:52

Consider the two curves represented by the equations that are not superellipses. State the type of curve produced each time.

1. |x/2|^2+|y/2|^2=1

2. |x/3|^2 + |y/2|^2 = 1

+1

Answers (1)

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Christine Mccann · Answer 1

1. The curve presented in the first number is an ellipse with the major axis equal to 2 and the minor axis equal to 2. The vertex is at (0,0).

2. The curve presented in the second number is an ellipse with the major axis equal to 3 and the minor axis equal to 2. The vertex is at (0,0).

Consider the two curves represented by the equations that are not superellipses. State the type of curve produced each time.1. |x/2|^2+|y/2|^2=12. |x/3|^2 + |y/2|^2 = 1

Consider the two curves represented by the equations that are not superellipses. State the type of curve produced each time.

1. |x/2|^2+|y/2|^2=1

2. |x/3|^2 + |y/2|^2 = 1