Simplifying the Expression: (5x2)(4x+6)
This article will guide you through the process of simplifying the algebraic expression: (5x2)(4x+6)
Understanding the Steps
Simplifying an expression means combining like terms to make it easier to understand and work with. We'll use the following steps:
 Distribute the negative sign: The minus sign in front of the parentheses means we multiply each term inside the second parentheses by 1.
 Combine like terms: Identify terms with the same variable and exponent and combine their coefficients.
StepbyStep Solution

Distribute the negative sign: (5x  2) + (1)(4x + 6) = 5x  2  4x  6

Combine like terms: (5x  4x) + (2  6) = x  8
Conclusion
Therefore, the simplified form of the expression (5x2)(4x+6) is x  8.