When faced with mathematical expressions involving variables, simplifying the expression can make it easier to understand and work with. In this article, we will explore the expression 2A 1/10A 5 and determine an equivalent form. By breaking down the expression and applying basic mathematical rules, we will find the simplified form of the given expression.
Breaking Down the Expression
To simplify the expression 2A 1/10A 5, we need to first understand the individual components of the expression. Let’s break it down:
- 2A: This term represents the product of 2 and the variable A.
- 1/10A: This term represents the product of 1/10 and the variable A.
- 5: This term is a constant value.
Combining Like Terms
Now, let’s simplify the expression by combining like terms. Since both 2A and 1/10A involve the variable A, we can add them together.
2A + 1/10A = 2A + 0.1A = 2.1A
Therefore, the expression 2A + 1/10A simplifies to 2.1A.
Final Simplified Form
Now that we have simplified the expression 2A 1/10A 5 by combining like terms, we can rewrite it in its final form:
2.1A + 5
In conclusion, the expression 2A 1/10A 5 simplifies to 2.1A + 5. By breaking down the expression, combining like terms, and applying basic mathematical rules, we were able to determine the equivalent form of the given expression. Simplifying mathematical expressions not only makes them easier to work with but also enhances our understanding of the underlying concepts.