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Chapter 1: Problem 503

Translate the following from math notation to words. $$14-5$$

Short Answer

Expert verified
Fourteen minus five.

Step by step solution

01

Identify the Numbers

The expression consists of two numbers: 14 and 5.
02

Identify the Operation

The operation between the numbers is subtraction, indicated by the minus sign (-).
03

Translate to Words

To state the expression in words, we combine the numbers and the operation. We say: 'Fourteen minus five.'

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

math notation
Math notation is a way to write mathematical ideas using symbols and numbers. It helps us represent operations succinctly and clearly.
For example, in the expression $$14-5$$:
  • '14' and '5' are numbers.
  • '- (minus)' is the symbol for subtraction.
Understanding math notation allows us to quickly recognize the type of calculation needed.

To convert math notation into everyday language, we describe the numbers and the symbols.
Here: 1. '14' is translated as 'fourteen.' 2. The minus sign '-' means 'subtract' or 'minus.' 3. '5' is translated as 'five.' So, $$14-5$$ in words is 'fourteen minus five.'
translate expressions
Translating expressions from math notation to words is crucial for understanding and communicating math concepts. The trick is to map the numbers and symbols to their corresponding words.
Let's look at the steps:
  • Identify the numbers. In $$14-5$$, the numbers are 14 and 5.
  • Identify the operation. The symbol '-' represents subtraction.
  • Combine numbers and operation in words. '14' becomes 'fourteen,' '-' becomes 'minus,' and '5' becomes 'five.'
Bringing it all together, we get 'fourteen minus five.'
Translating math expressions helps in solving word problems and clarifies the mathematical procedure they represent. Practice makes this process easy and automatic.
Understanding how to translate helps you perform mathematical operations confidently and aids in linking math problems to real-world situations.
basic arithmetic
Basic arithmetic involves the fundamental operations: addition, subtraction, multiplication, and division. In this exercise, we focus on subtraction.

Subtraction is the process of determining the difference between two numbers. It's depicted with a '-' sign. Here鈥檚 how it works step-by-step:
  • Start with the larger number (minuend), in this case, '14.'
  • Subtract the smaller number (subtrahend), which is '5.'
  • Calculate the difference, which is '9.' So, $$14-5=9.$$
Subtraction is like taking away a certain amount from a total. In real life, it can mean spending money, reducing the quantity of items, or simply counting down.
With regular practice, you'll master basic arithmetic, making it easier to handle more complex math concepts later on. Always remember to double-check your work to ensure accuracy.

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Most popular questions from this chapter

Subtract and then check by adding. $$1,020-640$$

Translate each phrase to math notation and then simplify. The quotient of 63 and 21

Divide. Then check by multiplying. $$\frac{97}{1}$$

The high temperature in Peoria one day was 86 degrees Fahrenheit and the low temperature was 28 degrees Fahrenheit. What was the difference between the high and low temperatures?

Divide. Then check by multiplying. $$\frac{32}{8}$$
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