91Ó°ÊÓ

Mathematical operations are basic functions we perform with numbers to solve problems. There are four primary operations: addition, subtraction, multiplication, and division. Each has its specific symbol:
• Addition is represented by the plus sign (+).
• Subtraction uses the minus sign (-).
• Multiplication can be shown with a cross (×), asterisk (*), or parentheses as in our example \((10)(95)\).
• Division is denoted by a division sign (÷) or a slash (/).
In our example, the operation is multiplication. This means we are combining equal groups of a number. Understanding these symbols is essential in translating math notation into words.

Multiplication is one of the fundamental arithmetic operations. When you multiply two numbers, you are calculating the total of adding one number to itself as many times as the other number indicates. For instance:
• \(2 \times 3 = 6\) means adding \(2 + 2 + 2\).
In our exercise, we have \((10)(95)\). To interpret this, think of the operation as 'ten groups of ninety-five.'
Here’s how it breaks down:
1. Identify the numbers: 10 and 95.
2. Recognize the operation: Multiplication, implied by parentheses.
So, \((10)(95)\) translates to 'ten times ninety-five' in words. This operation helps in various areas such as algebra, word problems, and real-life scenarios like calculating the total price when buying multiple items.

When facing a math problem, breaking it down into steps makes it more manageable. Here is a typical approach:

1. **Identify the Components**
Start with recognizing all the elements involved. In our problem, these are the numbers 10 and 95.

2. **State the Operation**
Determine what operation you need to perform. In this case, it's multiplication, shown by the parentheses around the numbers.

3. **Translate to Words**
Finally, express the math notation in words. The math notation \((10)(95)\) becomes 'ten times ninety-five.'

By following these steps, you ensure clarity and accuracy when solving math problems. Breaking down complex problems makes them less daunting and easier to understand.