Inequality Calculator

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Examples
∫ ln x2 ∫ ln ∫ ln xdx ∫ dx dx
Calculator
This online inequality calculator helps you find all values that satisfy the original inequality sign in seconds. It breaks problems into understandable steps, shows solution ranges for real numbers, and presents results as interval notations or number lines you can trust at a glance.

Why Use Our Inequality Calculator

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How to Use the Inequality Calculator

The steps follow the same logic taught in class. Once the input is clear, the rest falls into place without extra effort.
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Step 1: Enter the Inequality
Write the full mathematical statement and use symbols like >, <, ≥, or ≤. Add brackets where they belong. Stick to one variable name. Clear input helps the inequality calculator read the rule the right way.
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Step 2: Run the Calculation
Next, submit the inequality and let the system handle the math. It checks where the expression equals zero on one side, adjusts signs when needed, and sorts valid ranges from incorrect answers.
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Step 3: Review the Result
The output shows solution sets or intervals. Often, a number line marks the valid areas. Check the endpoints, open or closed marks, and gaps to see exactly where the inequality holds.
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What Is an Inequality Calculator?

An inequality compares values with inequality symbols such as >, <, ≥, or ≤. It shows which values have the same quantity, not one fixed result. By contrast, an equation fixes one value. An inequality calculator reads the expression, follows algebra rules, and returns the valid values.

The answer appears as a set, an interval, or a number line view. When a term drops below zero, the sign switches. If several points equal zero, interval checks with a test value separate valid ranges. As a result, you see where the statement holds true rather than a single value.

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Types of Inequalities You Can Solve

Linear Inequalities

Linear inequalities use one variable with a single inequality sign, such as > or ≤. After you isolate the variable term, the answer shows a range of numbers that satisfy the condition, not one fixed value.

Compound Inequalities

Compound inequalities link two expressions with “and” or “or”. An “and” rule keeps values within one shared range. An “or” rule allows values from separate ranges, often written as intervals.

Absolute Value Inequalities

Absolute value inequalities focus on the distance from a point on the number line. One expression turns into two cases. Each case sets a limit. The final range depends on which values meet the condition.

Quadratic and Polynomial Inequalities

These inequalities depend on points where the polynomial expression equals zero. Each space between those points has a sign. Checking the sign shows which ranges satisfy the rule.

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Step-by-Step Inequality Example

Solve the inequality: 2x − 5 ≥ 3

Start by move the constant to the other side: 2x ≥ 8

Next, divide both sides by a positive number (2): x ≥ 4

The solution includes all values greater than or equal to 4.

In interval form, the result is [4, +∞).

On a number line, the point at 4 stays closed with a closed circle, and the shading goes to the right.

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Understand the Results

Solution Sets and Intervals

A solution set lists all values that fit the rule. Intervals show those values with brackets or parentheses. Square brackets include the end value as a closed circle. Round brackets leave it out. Each mark carries meaning.

Number Line Interpretation

On a number line, shaded parts mark valid values as a graphical representation. Filled dots mark allowed values. Empty dots mark values that do not count. Gaps mean values that do not satisfy the rule.

Common Mistakes to Watch For

A missed sign change after multiplying or dividing by a negative number often causes errors. Endpoints also cause trouble. Some values sit on the edge yet stay excluded. Always double-check symbols to avoid any confusion.

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When an Inequality Calculator Helps Most

Inequality problems often appear in homework, tests, and practice tasks where accuracy matters more than speed alone. This tool fits moments when you need to check ranges, confirm signs, or verify interval notation. It also helps after manual work, so you can compare results, get correct answers and spot errors before moving on.

Additional Tools and Features

After each result, you can save or download the output. Sharing options allow quick access later or across devices. Stored results help with revision or repeat checks. Core features remain accessible without limits for regular use. However, under a Pro plan, AI responses expand explanations and export formats.

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FAQs

What types of inequalities does this calculator support?

It supports linear, compound, absolute value, quadratic, rational, and polynomial forms based on standard algebra rules.

Does the calculator show steps or only final answers?

Calculator provides step by step solutions. Each line shows how values change and where boundary values appear. That view helps you follow the logic behind the final range.

Can I use this inequality calculator for homework or exam practice?

Yes. It helps check answers, review rules, and avoid sign mistakes after dividing by a negative during practice in solving inequalities.

How is this different from solving inequalities by hand?

Manual work builds skill and develops critical thinking. A calculator saves time and helps confirm the final answer. Together, both methods support speed, accuracy, and clear comprehension.

Is the inequality calculator free to use?

Free access covers unlimited use. A Pro tier adds extended AI responses and export options.
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