Simple Algebra Division

Introduction to solving simple algebra division:

In the field of mathematics called abstract algebra, simple division algebra is, roughly speaking, an algebra over a field in which division is possible. Formally, an algebra D over a field, and assume that D does not just consist of its zero element. In this article we shall discuss about solving simple algebra division. (Source: wikipedia)

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Simple algebra division example problem


Example 1:

Solving the coefficient of the equation

`(1-2)/((x-3))` = 6

Solution:

This equation in the form of rational expression, multiplying the expression by the denominator value (x -3)

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Simple algebra division practice problem


Problem 1:

Solving the coefficient of the equation

1 - 2 / (x - 5) = 4

`Answer:`

x = `13 / 3`

Problem 2:

Solving the coefficient of the equation

1 - 4 / (x - 7) = 16

Answer:

x = `15 /101` .