Solving Equation Pattern & Creating Graph - N's Question

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In summary, an equation pattern is a set of numbers or variables that follow a specific rule or pattern and can be represented in the form of an equation. To solve an equation pattern, one must identify the rule or pattern and use algebraic operations to manipulate the variables and find missing values. Creating a graph can aid in visually representing the data and understanding the relationship between variables. Common mistakes to avoid include not following the order of operations, not checking calculations carefully, and not verifying if the solution satisfies the original equation. Equation patterns can be applied in real-life situations, such as predicting stock market trends and modeling population growth, in various fields like engineering, physics, and economics.
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NiennaAncalimon
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Just happens to be an equation of a pattern randomly picked but with a certain meaning...

It represents various points of peak amplitude on a sinusoidal waveform of sound or energy with one given tone to ride upon in uncorrupted constant frequency in linear timespace during one long cycle in travel from left to right...


I was wondering if someone could try and help me solve it and put it with in a graph form... Thanks for any envolvment. ~N~:confused:
 
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This is what the graph looks like - though you should easily have been able to plot it out yourself.
 

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NiennaAncalimon said:
1 5 3 7 5 9 7 11 9 13 11 15 13 17 15 19 17 21 19 23 21 24 23 25 24 27 25 29 27 29 27 29 25 27 24 25 23 24 21 23 19 21 17 19 15 17 13 15 11 13 9 11 7 9 5 7 3 5 1

Just happens to be an equation of a pattern randomly picked but with a certain meaning...

It represents various points of peak amplitude on a sinusoidal waveform of sound or energy with one given tone to ride upon in uncorrupted constant frequency in linear timespace during one long cycle in travel from left to right...


I was wondering if someone could try and help me solve it and put it with in a graph form... Thanks for any envolvment. ~N~:confused:

Yes, you are confused! First, this was posted under "tutorials". I've moved it here, under "Precalculus homework".
Second, you say "Just happens to be an equation of a pattern randomly picked but with a certain meaning..." but it's clearly NOT an equation- it's a list of numbers. Finally, you say "I was wondering if someone could try and help me solve it". Solve what? You haven't stated a problem to be solved. If all you want is a graph then tide has done that for you, apparently assuming that what you are giving are y-values for x-values he made up. If you want a graph or even a function, you will have to give "x-values" to go with each of your "y-values". If these are indeed "tones" through one long cycle, you should have a "time" associated with each tone.
 

FAQ: Solving Equation Pattern & Creating Graph - N's Question

What is an equation pattern?

An equation pattern is a set of numbers or variables that follow a specific rule or pattern. It can be represented in the form of an equation, where the variables can be manipulated to find missing values.

How do you solve an equation pattern?

To solve an equation pattern, you need to first identify the rule or pattern that the numbers or variables follow. Then, you can use algebraic operations such as addition, subtraction, multiplication, or division to manipulate the variables and find the missing values.

What is the importance of creating a graph in solving equation patterns?

Creating a graph can visually represent the data in an equation pattern, making it easier to identify the pattern and find missing values. It also helps in understanding the relationship between the variables and how they change over time.

What are the common mistakes to avoid when solving equation patterns?

One common mistake is not following the order of operations, which can lead to incorrect solutions. Another mistake is not carefully checking the calculations, as small errors can result in incorrect answers. It is also important to check if the solution satisfies the original equation or pattern.

Can equation patterns be applied in real-life situations?

Yes, equation patterns can be applied in various real-life situations, such as predicting stock market trends, modeling population growth, and predicting weather patterns. They can also be used in fields such as engineering, physics, and economics to analyze and solve complex problems.

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