Simplifying the Expression (6d+5)(23d)
This article will guide you through simplifying the algebraic expression (6d+5)(23d).
Understanding the Expression
The expression involves:
 Variables: 'd' represents an unknown value.
 Constants: 5, 2 are numerical values.
 Operations: Addition, Subtraction, Parentheses
Simplifying the Expression

Distribute the negative sign: The minus sign before the second parenthesis means we multiply each term inside the parenthesis by 1.
(6d + 5) + (1 * 2) + (1 * 3d)

Simplify the multiplication:
(6d + 5)  2 + 3d

Combine like terms: Combine the 'd' terms and the constant terms.
(6d + 3d) + (5  2)

Final simplification:
9d + 3
Conclusion
The simplified form of the expression (6d+5)(23d) is 9d + 3.