Simplifying Algebraic Expressions Calculator
Enter any algebraic expression, and this tool will simplify it by expanding and combining like terms.
Step-by-step method
- Identify the expression that needs simplifying.
- Copy the expression, then simplify it one operation at a time.
Example 1: 4x + 3(2x − 5) − 7
Step 1 - Identify the expression that needs simplifying.
In this problem: This is the expression we will simplify.
Step 2 - Copy the expression, then simplify it one operation at a time.
In this problem: Copy the expression to start working.
Step 2a - Copy the expression, then simplify it one operation at a time.
In this problem: Distribute (expand) the bracket.
Step 2b - Copy the expression, then simplify it one operation at a time.
In this problem: Multiply to simplify the expanded terms.
Step 2c - Copy the expression, then simplify it one operation at a time.
In this problem: Group like terms together.
Step 2d - Copy the expression, then simplify it one operation at a time.
In this problem: Combine like terms by adding/subtracting coefficients.
Final answer: 10x − 22
Example 2: 3(x + 4) − 2(y − 5)
Step 1 - Identify the expression that needs simplifying.
In this problem: This is the expression we will simplify.
Step 2 - Copy the expression, then simplify it one operation at a time.
In this problem: Copy the expression to start working.
Step 2a - Copy the expression, then simplify it one operation at a time.
In this problem: Distribute (expand) the bracket.
Step 2b - Copy the expression, then simplify it one operation at a time.
In this problem: Multiply to simplify the expanded terms.
Step 2c - Copy the expression, then simplify it one operation at a time.
In this problem: Distribute (expand) the bracket.
Step 2d - Copy the expression, then simplify it one operation at a time.
In this problem: Multiply to simplify the expanded terms.
Step 2e - Copy the expression, then simplify it one operation at a time.
In this problem: No simplification is needed.
Final answer: 3x − 2y + 22
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