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Problem 2

The chord joining the vertices of an ellipse is called the ____________ and its midpoint is the ____________ of the ellipse.

Problem 2

Fill in the blanks. For the point \((r, \theta), r\) is the _____ _____ from \(O\) to \(P\) and \(\theta\) is the _____ _____, counterclockwise from the polar axis to the line segment \(\overline{O P}\).

Problem 3

Fill in the blanks. A collection of points satisfying a geometric property can also be referred to as a _____ of points.

Problem 3

Fill in the blanks. The line segment connecting the vertices of a hyperbola is called the __________ __________, and the midpoint of the line segment is the __________ of the hyperbola.

Problem 3

The chord perpendicular to the major axis at the center of the ellipse is called the ___________ of the ellipse.

Problem 3

The equation \(r=2+\cos \theta\) represents a _______ _______

Problem 3

Fill in the blanks. To plot the point \((r, \theta),\) use the _____ coordinate system.

Problem 3

Fill in the blanks. The process of converting a set of parametric equations to a corresponding rectangular equation is called _____ the _____ .

Problem 4

Fill in the blanks. The polar coordinates \((r, \theta)\) are related to the rectangular coordinates \((x, y)\) as follows: \(x=\) ____ \(y=\) ____ \(\tan \theta=\) _____ \(r^{2}=\) _____.

Problem 4

Fill in the blanks. A______ is defined as the set of all points \((x, y)\) in a plane that are equidistant from a fixed line,called the ______ and a fixed point, called the ______ not on the line.

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