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A linear equation is one in which the power of each of the variables is one.

For example: 3x - 5 = 2y

or 2.5x + 32*y = sqrt(97)z - 6

Although there are powers associated with the numbers in the second example, all the variables are to the power one.

The reason for the name is that an equation with n variable, when graphed in n-dimensional space, gives a straight line.

A linear equation is one in which the power of each of the variables is one.

For example: 3x - 5 = 2y

or 2.5x + 32*y = sqrt(97)z - 6

Although there are powers associated with the numbers in the second example, all the variables are to the power one.

The reason for the name is that an equation with n variable, when graphed in n-dimensional space, gives a straight line.

A linear equation is one in which the power of each of the variables is one.

For example: 3x - 5 = 2y

or 2.5x + 32*y = sqrt(97)z - 6

Although there are powers associated with the numbers in the second example, all the variables are to the power one.

The reason for the name is that an equation with n variable, when graphed in n-dimensional space, gives a straight line.

A linear equation is one in which the power of each of the variables is one.

For example: 3x - 5 = 2y

or 2.5x + 32*y = sqrt(97)z - 6

Although there are powers associated with the numbers in the second example, all the variables are to the power one.

The reason for the name is that an equation with n variable, when graphed in n-dimensional space, gives a straight line.

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A linear equation is one in which the power of each of the variables is one.

For example: 3x - 5 = 2y

or 2.5x + 32*y = sqrt(97)z - 6

Although there are powers associated with the numbers in the second example, all the variables are to the power one.

The reason for the name is that an equation with n variable, when graphed in n-dimensional space, gives a straight line.

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Wiki User

11y ago
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Q: What is a linear equation in math terms?
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