In terms of a normal graph (the Cartesian Coordinate System) an ordered pair is identified by the simple means of putting one member on the left (the x axis) and the other on the right (the y axis) and separating the two with a comma, like this: (3,4). That is an ordered pair. It is not the same as (4,3) because the order matters.
True. That's a way of representing the solution.
A point is described as an ordered pair because it is a pair of numerical values (x, y) that are always presented in the same order. A point on a 2-dimensional plane (which is used very often from Algebra onward) is much easier to use if it is described in some way that is completely understandable, using some sort of universal "code" for points. An ordered pair is a pair of two numbers, one which describes how far to the right the point is from a common reference point, the origin; while the other one describes how far upward it is from the origin. This pair of numbers is always in the order (distance to the right, distance upward), better known as (x,y), so it is not just a pair, but an Ordered Pair.
(x,y). x axis first, the one that goes horizantial. Then your y axis, which is the vertical one
y=mx+b is commonly referred to as slope-intercept form. It is one way to show a linear equation, where: y = the y part of an ordered pair, x = the x part of an ordered pair, m= the slope of a line-rise over run is slope, so your numerator is how many you go up, and your denominator is how many you go over-you draw these dots and then connect them, and b = the y intercept-that is, the ordered pair where the line crosses over the y axis.
Each ordered pair is made up of two numbers. A linear graph has an infinite number of pairs. An easy way to see this is look at the line y=x. This is a linear graph and any two of the same numbers will work! So there are an infinite number of ordered pairs.
Yes, ordered pairs identify points in a coordinate plane. If that doesn't answer your question, please restate it (say it another way).
Ordered Pair.
True. That's a way of representing the solution.
I'm assuming the punctuation mangler got to your question and it's supposed to be (2,4), since that's the only way I can see to change (24) into an ordered pair. The standard convention is that ordered pairs are written (x,y), so the y-coordinate in that case would be 4.
A point is described as an ordered pair because it is a pair of numerical values (x, y) that are always presented in the same order. A point on a 2-dimensional plane (which is used very often from Algebra onward) is much easier to use if it is described in some way that is completely understandable, using some sort of universal "code" for points. An ordered pair is a pair of two numbers, one which describes how far to the right the point is from a common reference point, the origin; while the other one describes how far upward it is from the origin. This pair of numbers is always in the order (distance to the right, distance upward), better known as (x,y), so it is not just a pair, but an Ordered Pair.
identify the patterns In the writing
identify the patterns In the writing
none are the best there each unike and special in there own way!
grow a pair and go to a studio
(x,y). x axis first, the one that goes horizantial. Then your y axis, which is the vertical one
A snail's foot is the way it moves from place to place. It pulls the foot into the shell when it is in danger. To identify a snail, the best way is to examine the shell.
The best way is bring a stool sample to the Vet.