The phrase "8 divided by d" is written as the fraction \(\frac { 8} { d} \). This expression represents the division of 8 by the variable \(d\).
Supplemental Knowledge
Expressions in algebra represent values by combining numbers, variables and operations that represent something of value. Being able to write and manipulate expressions effectively is essential when solving equations or inequalities.
- Basic Operations:
- Addition (+)
- Subtraction (-)
- Multiplication (* or ×)
- Division (/ or ÷)
- Variables:
- Variables (like \(d\)) represent unknown values and can be used to generalize mathematical statements.
- Division in Expressions:
- Division can be represented using the division symbol (÷) or as a fraction.
- For example, "8 divided by \(d\)" can be written as \(8 ÷ d\) or \(\frac { 8} { d} \).
Everyday Examples
Consider dividing a pizza among friends. If you have 8 slices of pizza and you want to divide them equally among \(d\) friends, each friend would get \(\frac { 8} { d} \) slices. This simple expression helps determine how much each person gets based on the number of friends.
Understanding expressions allows you to model real-world situations mathematically, making it easier to solve problems involving sharing, distribution, and proportionality.
Grasping the basics of algebraic expressions opens up a world of problem-solving possibilities. At UpStudy, we provide comprehensive tools and resources to help you master algebra concepts effortlessly.
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