Patterns Found on Y=1 Graph: Explore and Learn

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In summary, the conversation discusses the discovery of a pattern on a graph by inputting different values for x and y. The individual used a music program to explore the pattern and is now looking for internet links and Mac apps to further investigate the pattern. They mention that the pattern may be related to a moire pattern.
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godsdog
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on a graph, y=1 i started with x=3 then 6,9,12, and so on...till uncountable
then y=2:x=4,8,12,16...
y=3:x=5,10,15...etc
etc etc
you get the drift...till i ran out of room on the graph i used y=around 50 or etc...
and with all the points graphed i came up with a pattern...

my question is has anyone come across this before and are there any internet links to explore
i love the patterns that can be found by doing simple things...
another question...are there any Mac apps to for graphing that let's you places dots and certain intervals so i could explore this more..(found out the equation for the arcs involved) the program i used is called 'live' its a music program (no x and y axis) i work with...exploring doppler in music and i expanded and found this pattern :P
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FAQ: Patterns Found on Y=1 Graph: Explore and Learn

What are patterns found on the y=1 graph?

On the y=1 graph, you will typically see a straight horizontal line. This is because the y-coordinate is always 1, while the x-coordinate can vary. This results in a pattern of points that lie on the line y=1.

How can I explore and learn more about the patterns found on the y=1 graph?

The best way to explore and learn about the patterns found on the y=1 graph is to plot several points and observe their coordinates. You can also use a graphing calculator or software to plot the points and see the resulting line.

Are there any real-world applications of the patterns found on the y=1 graph?

Yes, the y=1 graph is commonly used in mathematics and physics to represent a constant value or ratio. For example, the slope of a line can be represented by the ratio between the change in y-coordinates and the change in x-coordinates, which can be seen on the y=1 graph.

Can the patterns found on the y=1 graph be extended to other graphs?

Yes, the concept of a constant y-coordinate can be applied to other graphs as well. For example, the pattern found on the y=2 graph will result in a horizontal line at y=2. Similarly, any constant value can be used for the y-coordinate to create different patterns and lines.

How do the patterns found on the y=1 graph relate to the concept of a function?

The y=1 graph represents a specific type of function known as a constant function, where the output (y) is always the same regardless of the input (x). This can help in understanding the concept of functions and how they can be represented graphically.

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