Simplifying the Expression: 70 - 15 × (10 - 5)

In this article, we will explore how to simplify the given mathematical expression: 70 - 15 × (10 - 5). Simplifying expressions is a fundamental skill in mathematics that helps in solving complex problems efficiently. Let's break down the expression step by step. First, let's look at the expression inside the parentheses: (10 - 5). This is a simple subtraction operation, and the result is 5. Next, we need to multiply 15 by the result we obtained from the parentheses: 15 × 5. Multiplying these two numbers gives us 75. Now, we have the expression: 70 - 75. To simplify this, we subtract 75 from 70. The result is -5. Therefore, the simplified form of the given expression 70 - 15 × (10 - 5) is -5. Understanding how to simplify expressions is crucial for solving more complex mathematical problems. By breaking down the expression into smaller parts and performing each operation step by step, we can simplify any given expression accurately.