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y=mx+b

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Q: How does a linear relationship show up in a equation?
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Related questions

How does the pattern of a change for a linear relationship show up in a table graph and an equation of the relationship?

you put in what x is and solve it for y! thats the answer!


How does a linear relationship show up in a graph?

A linear relationship will show up on a graph as a straight line.


How does the pattern of change for a linear relationship show up?

In geometry, a linear relationship is represented as a straight line.


How do you know if numbers show linear relationship?

A linear equation looks like any other equation. It is made up of two expressions set equal to each other. A linear equation is special because: It has one or two variables. No variable in a linear equation is raised to a power greater than 1 or used as the denominator of a fraction. When you find pairs of values that make the linear equation true and plot those pairs on a coordinate grid, all of the points for any one equation lie on the same line. Linear equations graph as straight lines.


What is the relationship between a linear equation and its line on a graph?

Since the geraph is a picture of the equation, it's almost a father and son relationship. The equation begets the graph. The graph, in turn, admires and looks up to the equation.


Definition of linear equations?

A linear equation an equation whose graph is a line. A linear equation is made up of two expressions set equal to each other.


Is y equals 4x describe a linear relationship?

the linear relationship is up four over one.


How does the pattern of change between two variables ina linear relationship show up in A contextual situation?

The answer requires the relevant context to be given.


How do you tell if an eqution is a linear equation?

An equation (note spelling) is linear if it is made up exclusively of constants and of unknowns raised to the first power (e.g., 'z', as opposed to 'z^2')


Can the equation of a linear function have squared variables?

Yes. Although it is not very common, certainly would not show up in a normal math class, and would be an example of an infinite solution set.


Why Two dependent simultaneous linear equations have infinite solutions?

Two dependent linear equations are effectively the same equation - with their coefficients scaled up or down.


What conclusions can you draw if the line of best fitting on a linear graph does not slope either up or down but is horizontal?

The conclusion would be that there is no evidence of a linear relationship between the variables. There could well be a non-linear (eg quadratic) relationship.