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Counting in hundredths

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Decimal equivalents: Tenths and hundredths

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Adding numbers using mental maths

Using column addition to add numbers

Subtracting numbers using mental maths

Using column subtraction to subtract numbers

Two-step problems with addition and subtraction

Number and place value

Numbers higher than 1000

Place value: Four-digit numbers

Representing numbers in different ways

Rounding to the nearest 10, 100 and 1000

Counting backwards through zero: Negative numbers

Roman numerals to 100

Explainer Video

Tutor: Toby

Summary

Counting in hundredths

In a nutshell

A hundredth represents the value of the digit to the right hand side of the tenths column. A hundredth also represents one part of a whole split into one hundred equal parts. One hundredth can be written as a fraction in the form of $\dfrac{1}{100}$ .

Example 1

Measurements can be split into $100$ equal pieces called hundredths. A metre is split into $100$ equal parts called centimetres.

One centimetre is one hundredth, or $\dfrac{1}{100}$ of a metre.

Counting in hundredths

You can count up in hundredths by increasing the number on the top of the fraction. The number on the bottom of the fraction should always be $100$ .

Example 2

Count on in hundredths.

$\dfrac{35}{100},$ $\dfrac{36}{100},$ $\dfrac{37}{100},$ $\dfrac{38}{100},$ $\dfrac{39}{100}$ 

Tip: If you are asked to count down in hundredths, you will need to decrease the number on the top of the fraction instead.

Learn with Basics

Length:

Unit 1

Numbers to 10,000,000

Unit 2

Counting in powers of 10

Jump Ahead

Optional

Unit 3

Counting in hundredths

Final Test

Create an account to complete the exercises

FAQs - Frequently Asked Questions

How do I count up in hundredths?

You can count up in hundredths by increasing the number on the top of the fraction. The number on the bottom of the fraction should always be 100.

How can I write one hundredth?

One hundredth can be written as a fraction in the form of 1/100.

What is a hundredth?

A hundredth represents the value of the digit to the right hand side of the tenths column. A hundredth also represents one part of a whole split into one hundred equal parts.

Home

Maths

Fractions

Counting in hundredths

Videos

Summary

Exercises

Select Lesson

Statistics

Bar charts

Pictograms

Tables

Discrete and continuous data

Geometry - position and direction

Coordinates in the first quadrant

Describing movement on a grid

Coordinate polygons

Geometry - properties of shapes

2D shapes: Types and properties

3D shapes: Types and properties

Symmetry

Comparing and classifying shapes

Right angles, acute and obtuse angles

Lines of symmetry in 2D shapes

Measurement

Adding and subtracting money

Money: Change and currency

Converting time between analogue and digital clocks

Converting metric units

Perimeter of rectilinear shapes

Area of rectilinear shapes

Fractions

Counting in tenths

Counting in hundredths

Add and subtract fractions: Same denominator

Finding fractions of amounts

Equivalent fractions

Equivalent fractions, decimals and percentages

Decimal equivalents: Tenths and hundredths

Converting decimals to fractions

Dividing whole numbers by 10 and 100

Multiplication and division

Counting in multiples of 6, 7, 9, 25 and 1000

Multiplying 2 and 3-digit numbers by a 1-digit number

Times tables up to 12 x 12

Multiplying and dividing by 1 and multiplying by 0

Multiplying three numbers together

Multiplication scaling problems

Multiplication using distributive law

Correspondence problems

Mental maths strategies

Addition and subtraction

Adding numbers using mental maths

Using column addition to add numbers

Subtracting numbers using mental maths

Using column subtraction to subtract numbers

Two-step problems with addition and subtraction

Number and place value

Numbers higher than 1000

Place value: Four-digit numbers

Representing numbers in different ways

Rounding to the nearest 10, 100 and 1000

Counting backwards through zero: Negative numbers

Roman numerals to 100

Explainer Video

Tutor: Toby

Summary

Counting in hundredths

In a nutshell

Example 1

Measurements can be split into $100$ equal pieces called hundredths. A metre is split into $100$ equal parts called centimetres.

One centimetre is one hundredth, or $\dfrac{1}{100}$ of a metre.

Counting in hundredths

You can count up in hundredths by increasing the number on the top of the fraction. The number on the bottom of the fraction should always be $100$ .

Example 2

Count on in hundredths.

$\dfrac{35}{100},$ $\dfrac{36}{100},$ $\dfrac{37}{100},$ $\dfrac{38}{100},$ $\dfrac{39}{100}$ 

Tip: If you are asked to count down in hundredths, you will need to decrease the number on the top of the fraction instead.

Learn with Basics

Length:

Unit 1

Numbers to 10,000,000

Unit 2

Counting in powers of 10

Jump Ahead

Optional

Unit 3

Counting in hundredths

Final Test

Create an account to complete the exercises

FAQs - Frequently Asked Questions

How do I count up in hundredths?

You can count up in hundredths by increasing the number on the top of the fraction. The number on the bottom of the fraction should always be 100.

How can I write one hundredth?

One hundredth can be written as a fraction in the form of 1/100.

What is a hundredth?

A hundredth represents the value of the digit to the right hand side of the tenths column. A hundredth also represents one part of a whole split into one hundred equal parts.