Problem 16 In the following exercises, name... [FREE SOLUTION]

91影视

Prealgebra

Lynn Marecek, MaryAnne Anthony-Smith

$Math Studyset 91影视 Explanations$ Math

2016 Edition

Chapter 1: Problem 16

In the following exercises, name each number in words. $$146,023$$

Short Answer

Expert verified

One hundred forty-six thousand twenty-three.

Step by step solution

- Understand Place Value

First, recognize the place value of each digit in the number 146,023. From left to right: 1 is in the hundred thousand place, 4 is in the ten thousand place, 6 is in the thousand place, 0 is in the hundred place, 2 is in the ten place, and 3 is in the one place.

- Separate into Groups

Next, separate the number into groups to make it easier to read. In this case, we can separate it into 146 (thousand) and 023.

- Name the Thousands Group

Interpret the number 146 as 'one hundred forty-six,' and because this group is in the thousands place, say 'one hundred forty-six thousand'.

- Name the Remaining Group

Interpret the number 023 as 'twenty-three.' This doesn鈥檛 need a special designation beyond being appended to the previous group.

- Combine the Names

Combine the two parts to form the full name: 'one hundred forty-six thousand twenty-three.'

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Key Concepts

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

Place Value

Understanding place value is fundamental in reading and writing numbers. Each digit in a number has a value depending on its position. For example, in the number 146,023:

The digit 1 is in the hundred thousand place, so its value is 100,000.
The digit 4 is in the ten thousand place, so its value is 40,000.
The digit 6 is in the thousand place, so its value is 6,000.
The digit 0 is in the hundred place, so its value is 0.
The digit 2 is in the ten place, so its value is 20.
The digit 3 is in the one place, so its value is 3.

This understanding helps to break down complex numbers into manageable parts. This way, you can read and write them more easily.

Reading Large Numbers

Reading large numbers becomes simpler if we break them down into groups. Here鈥檚 how we do it:

Start from the right and move to the left, grouping digits in sets of three: 146 and 023.

The first group (146) falls into the 'thousands' category, while the second group (023) includes the hundreds, tens, and ones. When reading these numbers out loud:

146 is read as 'one hundred forty-six.'
Since this group is in the thousand range, we append 'thousand' to get 'one hundred forty-six thousand.'
Next, read 023 as 'twenty-three.'

Putting it all together, the number becomes 'one hundred forty-six thousand twenty-three.'

Number Groups

Breaking down numbers into groups makes them easier to read and understand. Here鈥檚 how you can do it:

First, identify groups of three digits from right to left. In 146,023, separate into 146 and 023.
Read each group individually. For 146, read it as 'one hundred forty-six.'
Identify the position of these groups. Since 146 is in the thousands group, we add 'thousand' to it.
Next, read the 023 group as 'twenty-three.'

As you practice, you鈥檒l get faster at grouping and reading large numbers. So, 146,023 breaks down to 'one hundred forty-six thousand twenty-three.'啷�

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91影视

In the following exercises, name each number in words. $$146,023$$

Short Answer

Step by step solution

- Understand Place Value

- Separate into Groups

- Name the Thousands Group

- Name the Remaining Group

- Combine the Names

Key Concepts

Place Value

Reading Large Numbers

Number Groups

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