9/3/2015 Continue negative number sequences. Place negative number on a number line.

Number Lines Using Negative Numbers

Number Lines Using Negative Numbers

Negative Number Square

Number Sequences -35 Next Number Go

Number Sequences 260 Next Number Go

Starter Questions Q1.Calculate Q4.Find the perimeter and area of the square. Q3. Q2.What is the time difference between 8.15am and 1:00pm Q5.Find the order of rotational symmetry for the shape opposite. 5cm A=25cm 2 P=20cm

9/3/2015 Revision: Order decimals to 1dp or 2dp. Continue decimal number sequences. Learning Objective

Decimal Place Value Click on the digit to show its value (Click again to hide) / / / units / / / units / / / units / / / units / / / unit / / / units tens

Counting - Using Number Lines Next Number Next Number Next Number

Can you guess where the decimals will appear on the number line?

Decimal numbers can become even smaller too! These decimal numbers are all in-between 0.2 and 0.3

Can you estimate where these decimals will appear on the number line?

Whole Numbers Tenths (1 decimal place) Hundredths (2 decimal places) Understanding Decimals

Click on a decimal to place it on the number line

9/3/2015 Revision: Order decimals to 1dp or 2dp. Continue decimal number sequences. Learning Objective

Starter Questions Q1.Round the following to the first decimal place. Q3.A pencil costs 22p. How much does a 1000 cost. Put your answer in £’s. (a) (b) Q2.What is the time difference between 8.15am and 1:00pm Q4.How many lines of symmetry does a regular hexagon have?

Ordering Decimals To order these decimal numbers we need to make sure the decimal places are lined up st (largest) 2 nd 3 rd 4 th 5 th (smallest)

Ordering Decimals Can you place these decimal numbers in order? Largest 2 nd Largest 3 rd Largest 4 th Largest Smallest Click on the decimal to put in in order.

Making 1 from 2 Decimal Place Numbers A Demonstration

Making 1 from 2 Decimal Place Numbers A Demonstration

Starter Questions Q1.Calculate Q2.How many euros do I get for £20 if exchange rate is £1  1.5 € Q3.What is the time difference 09:28 and 10:50 Q4.The answer to the question is 90. What is the question.

9/3/2015 Revision: Recognise equivalent fractions using a fraction wall. Convert mixed numbers to improper fractions. Find equivalent fractions. Order fractions with different denominators. Learning Objective

Improper Fractions Click on the shapes to reveal the improper fractions This is divided up into quarters. There are 5/4. This is divided up into thirds. There are 5/3. This is divided up into halves. There are 3/2. This is divided up into quarters. There are 6/4. This is divided up into sixths. There are 14/6.

1/102/103/104/105/106/107/108/109/1010/10 1/52/53/54/55/5 1/62/63/64/65/66/6 1/122/123/124/125/126/127/128/129/1210/1211/1212/12 1/32/33/3 1/8 1/4 1/2

1/10 1/9 1/8 1/7 1/6 1/5 1/4 1/3 1/2 1 Fraction Wall 1/5 1/6 1/8 1/7 1/9

Finding Equivalent Fractions Click on a fraction to watch it being placed 1/31/21/43/4 2/62/4 15/20 12/16 6/24 4/16 5/10 7/215/15 3/12 4/12 7/14 9/123/65/20 6/8

Finding Equivalent Fractions Click on a fraction to watch it being placed 2/33/51/55/6 9/153/15 15/18 4/20 6/30 20/24 8/12 14/2110/15 25/30 2/10 15/25 10/1212/206/9 6/10

Common Denominators Click on the statement to see why the fractions are the same 1/2 is the same as 2/ x2 2/3 is the same as 4/ x2 2/5 is the same as 8/ x4

Ordering Fractions Click on the fractions to watch the steps The Fractions To Order Change the Denominator The ‘Ordered’ Fractions 3/5 4/10 7/20 11/40 3/10 24/40 16/40 14/40 11/40 12/40 3/5 4/10 7/20 3/10 11/40

Equivalent Decimals, Fractions & Percentages Click on a fraction to watch it being placed 25%0.4¾½ 8/ /10 75% 15/ /12 5/ /4 9/12 12/30 50%40%¼ 4/10

Starter Questions Q1.Calculate Q2.How many euros do I get for £10 if exchange rate is £1  1.4 € Q3.What is the time difference 09:45 and 20:30? Q4.The answer to the question is 30. What is the question?

9/3/2015 Revision: Continue sequences including decimal number sequences. Learning Objective

Number Patterns. Click the “?” to reveal the missing answers ? ? ? ?? ?? ? ?

What comes next? 07:2507:5008:1508:4009:05 Adding 25 minutes each time! The triangle rotates 90° each time! January March December May July August Months with 31 days! Number Patterns

What comes next?