simplify 3x * 2 * x
Understand the Problem
The question is asking to simplify the expression 3x * 2 * x. To solve this, we will multiply the coefficients and combine like terms.
Answer
The simplified expression is \( 6x^2 \).
Answer for screen readers
The final simplified expression is ( 6x^2 ).
Steps to Solve
- Identify the expression to simplify
The expression we need to simplify is given as $3x * 2 * x$.
- Multiply the coefficients together
First, we multiply the numeric coefficients: $$3 * 2 = 6$$
- Combine the like terms
Now, we combine the $x$ terms. Since $x * x = x^2$, we write it as: $$x * x = x^2$$
- Write the simplified expression
Putting it all together, we get: $$6 * x^2$$
Thus, the simplified expression is: $$6x^2$$
The final simplified expression is ( 6x^2 ).
More Information
The expression ( 6x^2 ) represents a quadratic term, which is common in algebra. It indicates that the variable ( x ) is raised to the second power and multiplied by 6.
Tips
- Not combining like terms: Make sure to multiply all coefficients and correctly manage the exponents of the variables.
- Confusing multiplication with addition: Remember that for terms like ( x * x ), you need to add the exponents.
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