Ysgol Goronwy Owen
Tuesday 22 October 2013
Sunday 20 October 2013
Week 3 - Simple Equations
KS2 SAT Questions, %, Interpret Pie Chart, 4 quadrants,
cancelling
Simple Equations
Went well but reinforcement
Simple Equations
Went well but reinforcement
Monday 9 February 2009
Long Multiplication
This site on
Long Multiplication goes through three ways traditional, Napier and my favourite - the grid method.
Week 2 FDP ( Fractions, Decimals, Percentages)
1.Compare fractions, decimals, percentages Match the pairs (fun way of finding/remembering equivalences)
2.Match decimals and % Match the pairs (Skillswise) - decimals and % only. Use this if 1 was too hard.
3. Compare Fractions and decimals Match the pairs (Skillswise) - fractions and decimals only. Use this if 1 was too hard.
Monday 2 February 2009
Metric System
I think rhymes are a good way to remember things
King Henry Died by Drinking Chocolate Milk
Kilometre
Hectometre
Decametre
Base (Metre)
Decimetre
Centimetre
Millimetre
Think Metric - a good site to understand all aspects of the Metric System, with Examples
King Henry Died by Drinking Chocolate Milk
Kilometre
Hectometre
Decametre
Base (Metre)
Decimetre
Centimetre
Millimetre
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEKjEXU0DdwgpTBo-S-h70TwoZeXJBkPwW98YkC0qS7fV1ibG0cOPJPYlo-U7Jt32bKTrWHd-vjjDdHavxC6fXfNlGRvjKSdbtX94x78yczjjB8wt-EbaT8WPQIIM4MaOPexNQX4DLFQU/s400/hem-2.gif)
Wednesday 7 January 2009
Ratio, Proportion, Scale
There are usually 2 if not 3 questions on both Level 1 and Level 2 Numeracy papers; this is then a crucial skill.
1. Understand that ratios can be simplified in the same way as fractions.
2. Use ratios directly to find 'parts' in a drink, a mix of cement etc.
3. Use 'recipes' or 'menus' to convert amounts given for 4 people to 6, 8, etc.
4. To understand that the scale on a map is a ratio - to convert from the map to real life and backwards.
EXAMPLES
1. A worksheet showing how to cancel fractions will be given.
2. Ratio is given
A boy mixes a drink one part of squash to three parts of water. How much squash will he need for 2 litres of the drink?
Method
a. Draw a bottle - label the two different components
You have
1 part of squash
3 parts of water
________________
4 parts altogether
b. Find out what each part is worth
Divide 2 litres by 4
Change 2 litres into 2000 millilitres
c. The answer is 1 part is worth 2000/4 = 500ml
d. Draw in your diagram squash =500ml (1 part), water =1500ml (3 parts)
The Skillwise worksheets help.
Watch CBS Videos Online
3. A menu is given
e.g. 200g of sugar is used in a recipe for 12 cakes. How much sugar will be needed for 60 cakes?
a. The ratio is 12:60 or 1:5 so multiply by 5
b. 5x200g = 100g
c. Convert to kg, so the answer is 1kg
4. A Scale on a map is given
e.g. A map has a ratio of 1cm = 5m. How will 12.5m be displayed on the map?
a. The ratio is 1:5 so divide by 5 (converting back)
b. 12.5/5 = 2.5
c. Write in the correct units 2.5cm
The OS has a good site
1. Understand that ratios can be simplified in the same way as fractions.
2. Use ratios directly to find 'parts' in a drink, a mix of cement etc.
3. Use 'recipes' or 'menus' to convert amounts given for 4 people to 6, 8, etc.
4. To understand that the scale on a map is a ratio - to convert from the map to real life and backwards.
EXAMPLES
1. A worksheet showing how to cancel fractions will be given.
2. Ratio is given
A boy mixes a drink one part of squash to three parts of water. How much squash will he need for 2 litres of the drink?
Method
a. Draw a bottle - label the two different components
You have
1 part of squash
3 parts of water
________________
4 parts altogether
b. Find out what each part is worth
Divide 2 litres by 4
Change 2 litres into 2000 millilitres
c. The answer is 1 part is worth 2000/4 = 500ml
d. Draw in your diagram squash =500ml (1 part), water =1500ml (3 parts)
The Skillwise worksheets help.
Watch CBS Videos Online
3. A menu is given
e.g. 200g of sugar is used in a recipe for 12 cakes. How much sugar will be needed for 60 cakes?
a. The ratio is 12:60 or 1:5 so multiply by 5
b. 5x200g = 100g
c. Convert to kg, so the answer is 1kg
4. A Scale on a map is given
e.g. A map has a ratio of 1cm = 5m. How will 12.5m be displayed on the map?
a. The ratio is 1:5 so divide by 5 (converting back)
b. 12.5/5 = 2.5
c. Write in the correct units 2.5cm
The OS has a good site
Tuesday 16 December 2008
Tuesday 18 November 2008
Tuesday 11 November 2008
Skills For Level 1
This shows what you need for Level 1
These are good free maths-drills
NUMBER
Short Division worksheets, with answers Game suitable for Adults (5-10 minutes)
Using Decimals with answers
Multiplying by Decimals Skillswise Quiz
Dividing Decimals (on-line) but you'll need pen and Paper
Long multiplication and division Quiz
Ratio and proportion (with Answers) with Quiz on the same topic
Statistics range, median, mean, mode Skillswise Quiz
OTHERS
Volume of solid
Rounding and estimating
Negative numbers
Prime numbers, factors and multiples
Significant figures
Standard Form
Surds
Sequences
Powers and standard index form
These are good free maths-drills
NUMBER
Short Division worksheets, with answers Game suitable for Adults (5-10 minutes)
Using Decimals with answers
Multiplying by Decimals Skillswise Quiz
Dividing Decimals (on-line) but you'll need pen and Paper
Long multiplication and division Quiz
Ratio and proportion (with Answers) with Quiz on the same topic
Statistics range, median, mean, mode Skillswise Quiz
OTHERS
Volume of solid
Rounding and estimating
Negative numbers
Prime numbers, factors and multiples
Significant figures
Standard Form
Surds
Sequences
Powers and standard index form
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