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L1.1.1. Functional Skills Maths Level 1: Read, write, order and compare large numbers

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There are many different written methods of calculating. You do not need to use a specific method for Functional Skills but should ensure that it is a method you are confident in using and that can be used efficiently for large numbers.

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This is a really useful app for practicing your times tables. You can choose which particular times table you want to practice or have a mixture of them all.

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QR CODE

Scan this on mobiles and tablets to quickly open this web page.

Hit the Button is an interactive maths game with quick fire questions on number bonds, times tables, doubling and halving, multiples, division facts and square numbers. The games, which are against the clock, challenge and develop mental maths skills. An untimed, practise mode is available in our Hit the Button app along with lots more extra features.

The activities can be matched to appropriate mathematical ability. Regular use of Hit the Button can help students to sharpen their recall of vital number facts in a fun way and learning multiplication tables need not be boring.

AGE

6-11 Years

SUBJECTS

Maths Times Tables Division Number Bonds Doubles Halves Square Numbers

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Hit the Button - Quick fire maths practise for 6-11 year olds

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Quick fire questions on number bonds, doubles, halves, times tables, division facts and square numbers against the clock. Superb!

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Use these answers to self mark your work.

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Use the answers in the box below to mark your work.

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The Corbettmaths video tutorial on remainders from division

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The Corbettmaths video tutorial on division

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Use a calculator to check your answers.

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This link takes you to some ready made lattice method worksheets. Once you a familiar with the method make up your own calculations and practice drawing your own lattice grid.

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Feel excited when multiplying large numbers by engaging in our lattice multiplication worksheets PDF. You may not always walk along with a calculator to help solve 2 and more digit number.

In light of this, the lattice method is a very simple tip to enhance easy multi-digit multiplication. So to speak, we offer printable multiplication tests that with the use of the lattice method, it'll empower a constant practice of multiplying large numbers.

Lattice method multiplication examples and test will showcase a very simple and effective way to solve multi-digit numbers.

In actual fact, our Printable multiplication tests consists of lattice multiplication worksheets PDF → 2 by 1; → 2 by 2; → 3 by 3; → 4 by 3 and more printable grids and templates.

Using the lattice method to multiply large numbers, requires just a very little technique. This technique usually begins with the construction of a lattice (grid), sized to fit the multiplicand and the multiplier.

2 digit multiplication: lattice method | Multiplying 2 digit by 1 digit

Multiply 58 x 3

We are going to follow the steps below gradually in arriving at the correct answer.

Firstly, we draw a grid of 2 columns (for 58) and 1 row (for 3), then place 5 and 8 at the top of the grid then 3 on the right hand side of the grid.

Secondly, draw a diagonal path along each cell down until it goes out of the cell.

Next, we multiply the first number of the multiplicand, and the first of the multiplier. Since we only have one multiplier, we'll multiply just once.

when we multiply 5 x 3 = 15 , we place 1 on the upper triangle of the first cell and 5 on the lower triangle of its cell.

in the same light, 8 x 3 = 34 . We place 2 on the upper triangle of the second cell, and 4 on the lower triangle.

Furthermore, we start adding the numbers on the same diagonal path, from the last triangle of the last cell. → 4 + nothing = 4

→ 2 + 5 → = 7
→ 1 + nothing = 1

Very good. Now finally, we combine the digits of the answer from top of the lattice to bottom.

Answer = 174. Excellent.

58 x 3 = 174

3 digit multiplication: lattice method | Multiplying 3 digit by 2 digit

Multiply 119 x 23

Yeah. Simple.

We gonna follow the steps below.

Firstly, as usual, we draw our grid of 3 columns (for 119) and 2 rows (for 23), then place 119 at the top of each cell and 23 on the right hand side of the grid.

Secondly, we draw diagonal paths along each cell down until it goes out of the cell.

Thirdly, we begin multiplying.

We'll start with our first multiplier

2 → (1) 2 x 1 = 2 (2) 2 x 1 = 2 (3) 2 x 9 = 18

We now go to our second multiplier

3 → (1) 3 x 1 = 3 (2) 3 x 1 = 2 (3) 3 x 9 = 27

We should note that when a product is less than 10, we place a zero (0) on the upper triangle, then the product on the lower triangle of its cell, but when it is more than 10, we write the first digit of the answer on the upper triangle of the cell, and the second digit on the lower triangle.

Fourthly, we commence addition. We add numbers sloping down on the diagonal path, hence

7 + nothing = 7

3 + 2 + 8 = 13 ,

we write 3 and carry 1 to the next path.

3 + 0 + 2 + 1 + (1) = 7

0 + 2 + 0 = 2

0 + nothing = 0

Wow! Perfect. Our answer is 02737

So, 119 x 23 = 2737

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lattice multiplication worksheets 3 by 3

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lattice multiplication worksheets 3 by 2

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lattice multiplication worksheets 4 by 2

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lattice method of multiplication worksheets pdf

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Lattice multiplication worksheets PDF | Printable multiplication tests

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Lattice multiplication method: To learn how to do or revising multiple digits with multiplication is fairly simple with these lattice multiplication worksheets PDF. Practice on our Printable multiplication tests consists of lattice multiplication worksheets 3 by 3, lattice multiplication worksheets 3 by 2, lattice multiplication worksheets 4 by 2 and more printable grids and templates.

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Lattice Multiplication Intro: 3 digits times 2 digits

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Long multiplication (multiply by a 2 digit number). Also known as the 'column method'.

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Long multiplication (multiply by a 2 digit number). Also known as the 'column method'.

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There are 3 different methods explained below: The Column method, the lattice method and the grid method.

You do not need to use a specific method for Functional Skills but should ensure that it is a method you are confident in using and that can be used efficiently for large numbers.

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Click the picture above to access BKSB for extra resources, revision and practice.

This is the same site that you used for your initial and diagnostic assessments.

You will have been emailed your log in name & password before you started the course.

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BKSB provides personalised practice starting from your current level.

Using BKSB will help you develop your skills to the required level.

We strongly recommend that you spend time working on any topic areas where your current level is assessed as being lower than the level of exam you will be taking.

Your tutor will show you how to do this in your course induction or first class.

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We're looking forward to working with you as you progress towards your Functional Skills Maths Qualification.

This Padlet contains videos and practice of the written methods of addition, subtraction, multiplication and division.

Please set aside some time before your course starts to practice these skills. This will give you the best start possible to your course.

Because the courses are intensive we will cover several topics each week and independent study will be essential to your success.