Each digit has a **value** depending on its **place** called the **place value** of the digit. **Place value** of a digit = (face **value** of the digit) × (**value** of the **place**). Hence, the **place value of 6 in 64** = **6** x 10 = 60.

Then, What is the place value of 5?

3 is in thousands **place** and its **place value** is 3,000, **5** is in hundreds **place** and its **place value** is 500, 4 is in tens **place** and its **place value** is 40, 8 is in ones **place** and its **place value** is 8.

Considering this, What is 129.257 rounded to the nearest hundredth?

Number | Rounded to Nearest 100th |
---|---|

129.257 | 129.26 |

129.258 | 129.26 |

129.259 | 129.26 |

129.26 | 129.26 |

**21 Related Questions and Answers Found ?**

Table of Contents

**What is one tenth as a percentage?**

Ten **Percent** is **One**–**tenth**. 1. 10% is 1/10To get 10% of a numbermove the decimal point to the left **one** placeor drop **one** zero. (We go to the left because 1/10 means to divide by 10and when we divide by 10 it makes the number smaller.)

**What is 2.738 to 2 decimal places?**

Explanation: Since **2.738** is only one **decimal place** more then **2 decimal places**, the main **numbers** that we are going to be looking at are 2.738 .

**What is the tenth?**

10th, the ordinal form of the number ten. ? or 1/10, a fraction, one part of a unit divided equally into ten parts. It is written 0.1 in decimal notation. the SI prefix deci- tithe, a one-**tenth** part of something.

**How do you get rid of decimals in maths?**

To clear an equation of **decimals**, multiply each term on both sides by the power of ten that will make all the **decimals** whole **numbers**. In our example above, if we multiply . 25 by 100, we will get 25, a whole number. Since each **decimal** only goes to the hundredths place, 100 will work for all three terms.

**What is the value of 7 in 0.873 as a fraction?**

For example, 0.7 is in the tenths place and represents the **fraction 7**/10. In the number 0.07 the **7** is in the hundredths place and is the same as the **fraction 7**/100. In the decimal system each place represents a power of 10.

**What is expanded form?**

**Expanded form** or **expanded** notation is a way of writing numbers to see the math value of individual digits. When numbers are separated into individual place values and decimal places they can also **form** a mathematical expression. 5,325 in **expanded** notation **form** is 5,000 + 300 + 20 + 5 = 5,325.

**How do you read decimals in words?**

**decimals in words**

Say “and” for the **decimal** point. **Read** the digits to the right of the **decimal** point as a whole number. Say the place name of the last digit on the right. First, **read** the digits to the left of the **decimal** point as a whole number.

**Where is hundredths place in decimal?**

When we write numbers with **hundredths** using **decimals** we use a **decimal** point and **places** to the right of this **decimal** point. The **hundredth place** is two **places** to the right of the **decimal** point.

**What is in a decimal?**

What is a **Decimal**? In algebra, a **decimal** number can be defined as a number whose whole number part and the fractional part is separated by a **decimal** point. The dot in a **decimal** number is called a **decimal** point. The digits following the **decimal** point show a value smaller than one.

**What does tenth mean in math?**

A **tenth** of these 100 blocks **is** highlighted. Example: one **tenth** of 50 **is** 5. **Can** be written 1/10 or 1/**10th**. Also **means** in position 10. Example: Alex was **tenth** in the running race, so 9 people got there earlier.

**What is 10 thousandths as a decimal?**

**10 thousandths** means that if you divide something into one thousand equal parts, **10 thousandths** is **10** of those parts that you just divided up. Since **10 thousandths** is **10** over one thousand, **10 thousandths** as a Fraction is **10**/1000. If you divide **10** by one thousand you get **10 thousandths as a decimal** which is 0.010.

**What is absolute value of a number?**

**Absolute value** describes the distance of a **number** on the **number** line from 0 without considering which direction from zero the **number** lies. The **absolute value of a number** is never negative. The **absolute value** of 5 is 5.

**Why is there no Oneths place?**

**What is 0.4 as a fraction?**

The decimal **0.4** is equal to the **fraction** 2/5. To find this answer, you first look at the place value of the decimal. **0.4** is read as ‘four tenths.

**How do you find the tenth of a number?**

To **find** one **tenth of a number**, simply divide it by 10 . The easiest way to do that is to : cross off a zero at the end if there is one. move the decimal one place to the left.

**What is 38 as a decimal?**

**38**% = 0.38 in **decimal** form. Percent means ‘per 100’. So, **38**% means **38** per 100 or simply **38**/100. If you divide **38** by 100, you’ll get 0.38 (a **decimal** number).

**Where is the nearest tenth?**

The **tenths** place is immediately to the right of the decimal point. After rounding to the **nearest tenth**, this will be the final digit in your number.

**What is a tenth as a decimal?**

The number line between 0 and 1 is divided into ten parts. Each of these ten parts is 1/10, a **tenth**. Under the tick marks, you see **decimal** numbers such as 0.1, 0.2, 0.3, and so on. Simply write after the **decimal** point how many **tenths** the number has.

**What is .00001 called?**

.01 = hundredth. .001 = thousandth. .0001 = ten-thousandth. .**00001** = hundred-thousandth.

**Where is hundredths place in decimal?**

**Decimal Point**. more A **point** (small dot) used to separate the whole number part from the fractional part of a number. Example: in the number 36.9 the **point** separates the 36 (the whole number part) from the 9 (the fractional part, which really means 9 tenths).

**What is the place value of 6 in 64?**

Answer: The **value** of the **3** is 30,000,000.

**Is a decimal an integer?**

Every **integer** can be expressed **as a decimal**, but most numbers that can be expressed **as a decimal** are not **integers**. If all the digits after the **decimal** point are zeroes, the number is an **integer**. If there are any non-zero digits after the **decimal** point, the number is not an **integer**.

**What is tens and tenths digit?**

The **digit** in the **tens** place is the second **digit** to the left of the decimal point. The **digit** in the **tenths** place is the first **digit** to the right of the decimal place.

**What is tens and tenths digit?**

**Decimal place**values

The first digit to the right of **decimal** point is in the tenths **place**. The second digit to the right of **decimal** point is in the **hundredths place**. The third digit to the right of **decimal** point is in the thousandths **place**.

**How do you know if a decimal is bigger?**

The **greater** a **decimal** is, the closer it is to one whole. The smaller a **decimal** is the farther it is from one whole. The first thing you need to look at is the digit number in each **decimal**. These each have two digits in them, so you can compare them right away.

**What are hexadecimal numbers?**

**Hexadecimal** describes a base-16 **number** system. That is, it describes a numbering system containing 16 sequential **numbers** as base units (including 0) before adding a new position for the next **number**. (Note that we’re using “16” here as a decimal **number** to explain a **number** that would be “10” in **hexadecimal**.)

**How do you write a decimal?**

**writing decimals**in words

Say “and” for the **decimal** point. Read the digits to the right of the **decimal** point as a whole number. Say the place name of the last digit on the right. First, read the digits to the left of the **decimal** point as a whole number.

**How do you write thousandths?**

The third decimal digit from the decimal point is the **thousandths** digit. For **example**, 0.008 is eight **thousandths**. Read the whole set of three decimal digits as a number, and say “**thousandths**.” 0.825 has 8 tenths, 2 hundredths, and 5 **thousandths**.

**What is the value of 3 in 138695157?**

**Hexadecimal** describes a base-16 **number** system. That is, it describes a numbering system containing 16 sequential **numbers** as base units (including 0) before adding a new position for the next **number**. (Note that we’re using “16” here as a decimal **number** to explain a **number** that would be “10” in **hexadecimal**.)

**What is 129.257 rounded to the nearest hundredth?**

To **round 129.257** to the **nearest hundredth** consider the thousandths’ value of **129.257**, which is 7 and equal or more than 5. Therefore, the **hundredths** value of **129.257** increases by 1 to 6.

**Why is there no Oneths place?**

Answer: The **value** of the **3** is 30,000,000.