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Y-axis is the set of all points with x coordinate zero.

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What is the common term for the set of all points with coordinate zero?

Y-axis is the set of all points with x coordinate zero.


What is the term for when a player has zero points in tennis, specifically at the beginning of a game?

The term for when a player has zero points in tennis, specifically at the beginning of a game, is "love."


What is the common term for the sets of all points with x-coordinate zero?

All points with a 0 for the x coordinate is the y axis.


What is the more common term used to denote a temperature of zero degrees kelvin?

absolute zero


What is the common name of the longitude zero degree centigrade?

Points on that meridian are called freezing points, especially where it crosses water.


How many Weight Watchers points in an apple?

Zero points :-)


What is the love score in tennis?

In tennis, the term "love" is used to represent a score of zero. So, when the score is "love" in tennis, it means that one player has zero points.


What is common to the coordinates of points that lie on the y-axis?

x needs to equal zero so any coordinate that is (0,y) is common (0,2) (0,5/4) (0,1) (0,23582352362) Yes, the x-coordinate needs to be zero [0]: that's in common for any points on the y-axis; the y-coordinates can be anything


What is the significance of the term "love" in tennis scoring?

In tennis scoring, the term "love" signifies a score of zero. It is believed to have originated from the French word "l'oeuf," meaning egg, which resembles the shape of a zero. The term is used to indicate when a player has not scored any points in a game or set.


In which sport might you hear the term love?

Tennis - a score of zero points is known as "love"; Ex: The score is 40 to love.


What does the term "love" signify in tennis when it is called during the game?

In tennis, the term "love" signifies a score of zero. It is used to indicate that a player has not scored any points in a game.


In geometric what is a point?

A point in geometry is very similar to the common usage of the noun "point." However it must be noted that points have zero mass, zero volume, zero area, etc.; they simply denote locations in space.