SATs in Minutes

Intervention Lesson Packs

Worked Examples

Independent Recap

Pre and Post Topic Diagnostic Assessment

SATs Revision Lesson Packs

SATs in Minutes Worked Example Videos

Ready-to-go Lesson Slides

Maths Code Crackers

Fluent in Five Daily Arithmetic Practice

SATs Practice Papers

Ultimate Times Tables

Word Problem Worksheets

Games And Activities

Holiday Maths Quizzes

Assessment

SATs Guides

SLT Guides

Teacher Guides

SATs in Minutes Video Organisers

Intervention Guides

Topical Maths Worksheets

Greater Depth Tasks

Topic Based Practice Tests

Rapid Reasoning (daily reasoning tasks)

Bar Model Worksheets

Intervention Aids

Worksheets and Daily Practice

Home Learning

Assessment and Diagnostics

SATs

CPD Support

Whole Class Teaching

<!DOCTYPE html>
<html>
<head>
</head>
<body>
<h2>About</h2>
On this day in 1955, William Henry Gates III (Bill) was born in Seattle, Washington. Gates became interested in computer programming when he was 13. He became the founder of Microsoft and is one of the richest men in the world. At one point, his stock was worth over $100 billion.
<h2>Solving Problems</h2>
&lt;div class="questions"&gt;
<ol>
<li>
Bill Gates entered 356 into the computer. The computer added a multiple of 100. It gave Bill a number greater than 500 but less than 800. Write down the 3 numbers which the computer could have added to 356 and the 3 numbers which it could not have added to 356.
</li>
<li>
The printer was faulty and kept misprinting calculations. Complete the missing digits: a) 13󠆶󠆶__ - 50 = 85 b) 334 -󠆶󠆶 __0 = 294 c) 545 = 6󠆶󠆶__5 - 70
</li>
</ol>
&lt;/div&gt;
&nbsp;
<h2>Ready for a Challenge</h2>
&lt;div class="challenge"&gt;
<ol>
<li>
1,235 people visited the Bill Gates museum in one day. There were 1,179 children and 27 teachers. The rest were parents. How many parents were there?&nbsp;
</li>
</ol>
&lt;/div&gt;
<h2>Answers</h2>
&lt;div class="answers"&gt;
<ol>
<li>He could have added 200, 300 or 400. He could not have added 100, 500 or 600.</li>
<li>a) 135 b) 40 c) 615</li>
</ol>
&lt;/div&gt;
Challenge Answer
Add the children and teachers together first.
1,179+27=1,206
Subtract this from the total number of people.
1,235-1,206=29 parents.
&nbsp;
</body>
</html>

&#13;
On this day in 1955, William Henry Gates III (Bill) was born in Seattle, Washington. Gates became interested in computer programming when he was 13. He became the founder of Microsoft and is one of the richest men in the world. At one point, his stock was worth over $100 billion.&#13;

About

&#13;
&lt;div class="questions"&gt;&#13;
<ol>&#13;
<li>&#13;
Bill Gates entered 356 into the computer. The computer added a multiple of 100. It gave Bill a number greater than 500 but less than 800. Write down the 3 numbers which the computer could have added to 356 and the 3 numbers which it could not have added to 356.&#13;
</li>&#13;
<li>&#13;
The printer was faulty and kept misprinting calculations. Complete the missing digits: a) 13󠆶󠆶__ - 50 = 85 b) 334 -󠆶󠆶 __0 = 294 c) 545 = 6󠆶󠆶__5 - 70&#13;
</li>&#13;
</ol>&#13;
&lt;/div&gt;&#13;
 &#13;

Solving Problems

&#13;
&lt;div class="challenge"&gt;&#13;
<ol>&#13;
<li>&#13;
1,235 people visited the Bill Gates museum in one day. There were 1,179 children and 27 teachers. The rest were parents. How many parents were there? &#13;
</li>&#13;
</ol>&#13;
&lt;/div&gt;&#13;

Ready for a Challenge

&#13;
&lt;div class="answers"&gt;&#13;
<ol>&#13;
<li>He could have added 200, 300 or 400. He could not have added 100, 500 or 600.</li>&#13;
<li>a) 135 b) 40 c) 615</li>&#13;
</ol>&#13;
&lt;/div&gt;&#13;

 Challenge Answer
&#13;
Add the children and teachers together first.&#13;
1,179+27=1,206&#13;
Subtract this from the total number of people.&#13;
1,235-1,206=29 parents.&#13;
 &#13;

Answers

bill-gates-2710_y34

bill-gates-2810_y56

Bill Gates Birthday

Properties of Shapes

<!DOCTYPE html>
<html>
<head>
</head>
<body>

</body>
</html>

Three lessons to revise and secure pupils’ ability to solve problems involving missing angles in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack Y Angles

Three lessons to revise and secure pupils’ ability to find the area of common shapes, including squares, triangles and parallelograms in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack X Shapes

Measurement

Two lessons to revise and secure pupils’ ability to convert units of measure in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack W Measurement

Algebra

Two lessons to revise and secure pupils’ ability to find all possibilities for a given equation or relationship in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack V Algebra 

Mixed Topic

Three lessons to revise and secure pupils’ ability to use and create simple formulae in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack U Simple Formulae

Fractions

Decimals

Percentages

Three lessons to revise and secure pupils’ ability to order and compare fractions and fractions, decimals and percentages in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack T Order and Compare Fractions, Decimals & Percentages

Three lessons to revise and secure pupils’ ability to find the equivalence of fractions, decimals and percentages in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack S Fractions, Decimals & Percentages

Three lessons to revise and secure pupils’ ability to calculate using percentages, including percentage increase and decrease in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack R Percentages

Three lessons to revise and secure pupils’ ability to understand percentage and proportion and find percentages of numbers in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack Q Percentage and Proportion

Ratio and Proportion

Three lessons to revise and secure pupils’ ability to understand and apply ratio to problems in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack P Ratio to Problems

Three lessons to revise and secure pupils’ ability to multiply fractions by fractions and whole numbers and divide fractions by whole numbers in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack O Multiplying and Dividing Fractions

Problem Solving

Three lessons to revise and secure pupils’ ability to solve multi-step problems choosing an appropriate operation and strategy in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack N Multi-Step Problems

Two lessons to revise and secure pupils’ ability to solve problems involving fractions (finding fractions of quantities) in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack M Fractions

Addition

Subtraction

Three lessons to help pupils add and subtract fractions in preparation for SATs. Includes teaching guidance, pupil practice sheets and activity slides. 

Pack L Adding and Subtracting Fractions

<!DOCTYPE html>
<html>
<head>
</head>
<body>
<ul>
<li>Use this pack to teach, revise or secure pupils&rsquo; understanding of equivalent fractions and simplifying fractions.</li>
<li>Includes pupil practice sheets to accompany each lesson.</li>
<li>Pack contains Let&rsquo;s Think and Let&rsquo;s Apply activity slides to help pupils apply their learning.</li>
</ul>
</body>
</html>

Two SATs revision lessons on finding equivalent fractions, including non-unit fractions of numbers. Includes teaching guidance, pupil practice sheets and activity slides

Sats Revision Pack K Equivalent Fractions

<!DOCTYPE html>
<html>
<head>
</head>
<body>
<ul>
<li>Use this pack to secure pupils&rsquo; grasp of finding fractions of numbers, amounts and quantities.</li>
<li>Includes pupil practice sheets to accompany each lesson.</li>
<li>Pack contains Let&rsquo;s Think and Let&rsquo;s Apply activity slides to help pupils apply their learning.</li>
</ul>
</body>
</html>

Three lessons to teach pupils how to find unit fractions and non-unit fractions of quantities, amounts and numbers in advance of SATs. Includes teaching guidance, pupil practice sheets and activity slides

Properties of Shapes

Properties of Shapes

Measurement

Algebra

Mixed Topic

Fractions

Fractions

Percentages

Percentages

Ratio and Proportion

Fractions

Problem Solving

Fractions

Addition

Fractions

Fractions

Facebook

Twitter

Data Protection & Privacy Policy

Cookies Policy

Terms of Service

GDPR Compliance

Safeguarding Children

Careers