Equations / Inequalities

Practice Questions

Algebra 1 › Equations / Inequalities

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1

Solve for , given the equation below.

$\frac{x + 2}{x - 1} = \frac{2x + 4}{x}$

2

Solve for :

$\frac{3}{x-1} + \frac{4}{x- 3 } = 5$

3

Use elimination to solve the solution:

4

In the standard coordinate plane, slope-intercept form is defined for a straight line as , where is the slope and is the point on the line where .

Give the coordinates at which the following lines intersect:

5

Solve the equation for .

$\left | 5x-4\right |=\left | 2x+7\right |$

6

Solve the following by substitution:

7

Solve the equation for .

$\left | 5x-4\right |=\left | 2x+7\right |$

8

9

Solve the following by substitution:

10

In the standard coordinate plane, slope-intercept form is defined for a straight line as , where is the slope and is the point on the line where .

Give the coordinates at which the following lines intersect:

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