Problem 528 - Prealgebra

Question

Translate from math notation to words. $$6 \cdot 14$$

Step-by-Step Solution

Answer

Six times fourteen.

Step 1: Identify the mathematical operation

The expression given is $$6 \times 14$$. This is a multiplication operation.

Step 2: Understand the multiplication

Multiplication is a math operation where one number (the multiplicand) is repeated a certain number of times (the multiplier).

Step 3: Translate the numbers

In this expression, 6 is the multiplier and 14 is the multiplicand. So, this means 14 is added together 6 times.

Step 4: Form a sentence

Therefore, the word translation of the expression is 'Six times fourteen.'

Key Concepts

multiplication

Multiplication is one of the basic operations in mathematics.
It involves taking one number, called the multiplicand, and adding it to itself multiple times.
The number of times it is added is given by another number called the multiplier.
For example, in the expression \(6 \times 14\), the multiplicand is 14, and the multiplier is 6.
This means you take 14 and add it to itself 6 times:

• 14 + 14 + 14 + 14 + 14 + 14

The result of this addition is the product, which is the answer to the multiplication problem.

math notation

Mathematical notation is a way of writing down mathematical concepts and operations in a concise, standardized form.
In the expression \(6 \times 14\), the symbol \(\times\) is used to denote multiplication.
Using symbols helps to simplify complex ideas and makes it easier to communicate these ideas clearly.
Here are some common symbols in math notation:

• \(+\) for addition
• \(-\) for subtraction
• \(\times\) for multiplication
• \(\div\) for division

Understanding these symbols is key to solving mathematical problems.

number operations

Number operations are the basic calculations you can perform with numbers, including addition, subtraction, multiplication, and division.
Each operation has its unique rules and uses:

• Addition means combining two or more numbers to get a sum.
• Subtraction means taking one number away from another to get a difference.
• Multiplication, as explained earlier, means adding a number to itself multiple times to get a product.
• Division means splitting a number into equal parts to get a quotient.

Mastering these operations is fundamental for solving more complex mathematical problems.