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- revision help -
@xrevisiontipsandtricksx
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This Year 9 foundation assessment calculator paper covers various mathematical concepts, including ratios, similar triangles, enlargement, proportionality, unit conversions, and problem-solving. The paper consists of 9 questions worth a total of 25 marks, designed to test students' understanding of key mathematical principles and their ability to apply them in different contexts.
12/07/2023
285
This page contains two questions focusing on ratios and similar triangles:
Question 1 asks students to calculate a fraction from a given ratio. The ratio 6:9:10 is used to share an amount of money between three people.
Question 2 deals with similar triangles. Students must: a) Calculate the length of side EF in a similar triangle. b) Determine the length of side AB using the given information.
Example: In Question 2, students use the concept of similar triangles to find missing side lengths. For instance, if triangle ABC has a side of 4 cm and triangle DEF has a corresponding side of 20 cm, the scale factor between the triangles is 5.
Vocabulary: Similar triangles are triangles that have the same shape but may be different sizes, with corresponding angles equal and sides proportional.
This page focuses on proportionality and unit conversions:
Question 5 asks students to identify which graph represents direct proportion among four different types of proportionality.
Question 6 involves using a graph to convert between ounces and grams. Students must: a) Convert 850 grams to ounces. b) Convert 80 ounces to grams.
Vocabulary: Direct proportion is a relationship between two quantities where one is a constant multiple of the other, represented by a straight line through the origin on a graph.
Example: In the conversion graph, students can see that 10 ounces is equivalent to approximately 300 grams.
This page contains two multi-step problem-solving questions:
Question 7 requires students to calculate if Ms. Ahmed has enough money to buy 20 pens and 20 folders, given the prices for smaller quantities.
Question 8 involves a complex ratio problem where three people share sweets in the ratio 4:5:7, with additional information about the difference in quantities.
Highlight: These questions test students' ability to apply mathematical concepts to real-world scenarios, an important skill in the GCSE Mathematics Foundation Tier.
The final page contains one complex ratio problem:
Question 9 asks students to calculate how much money Sayma gets when £360 is shared between four people using a combination of ratios and multipliers.
Example: In this question, students must first determine the total number of parts in the ratio, then calculate the value of one part before finding Sayma's share.
Highlight: This question combines multiple concepts, including ratios, fractions, and algebraic thinking, making it an excellent test of overall mathematical understanding for Year 9 Maths.
The first page introduces the Year 9 foundation assessment calculator paper, providing essential information for students:
Highlight: This is a calculator paper, allowing students to use calculators to assist with calculations.
This page includes three questions on various topics:
Question 3 tests understanding of enlargement on a coordinate grid. Students must: a) Identify the scale factor of enlargement between two triangles. b) Explain why the angles in an enlarged triangle remain the same, despite the scale factor.
Question 4 involves proportional reasoning with weights and costs. Students calculate the cost of 3.5 kg of apples given the price of 2.5 kg.
Definition: Enlargement is a transformation that changes the size of a shape without altering its angles.
Highlight: It's crucial to remember that in enlargements, only the side lengths change, not the angles.
20
431
10
Direct and inverse proportion exam practice
Brief overview on subtopic.
7
373
11/12
inverse proportions
Example of inverse proportions
43
1268
10/11
GCSE Edexcel Maths (H) Revision Plan
For my GCSEs, I used the revision strategy on page 1 along with the topic-by-topic content breakdown on pages 2 and onwards to make sure I covered all of the content and consolidated it to the best of my ability.
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Students have uploaded notes
iOS User
Philip, iOS User
Lena, iOS user
Average app rating
Pupils love Knowunity
In education app charts in 11 countries
Students have uploaded notes
iOS User
Philip, iOS User
Lena, iOS user
- revision help -
@xrevisiontipsandtricksx
·
64 Followers
Follow
This Year 9 foundation assessment calculator paper covers various mathematical concepts, including ratios, similar triangles, enlargement, proportionality, unit conversions, and problem-solving. The paper consists of 9 questions worth a total of 25 marks, designed to test students' understanding of key mathematical principles and their ability to apply them in different contexts.
12/07/2023
285
This page contains two questions focusing on ratios and similar triangles:
Question 1 asks students to calculate a fraction from a given ratio. The ratio 6:9:10 is used to share an amount of money between three people.
Question 2 deals with similar triangles. Students must: a) Calculate the length of side EF in a similar triangle. b) Determine the length of side AB using the given information.
Example: In Question 2, students use the concept of similar triangles to find missing side lengths. For instance, if triangle ABC has a side of 4 cm and triangle DEF has a corresponding side of 20 cm, the scale factor between the triangles is 5.
Vocabulary: Similar triangles are triangles that have the same shape but may be different sizes, with corresponding angles equal and sides proportional.
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This page focuses on proportionality and unit conversions:
Question 5 asks students to identify which graph represents direct proportion among four different types of proportionality.
Question 6 involves using a graph to convert between ounces and grams. Students must: a) Convert 850 grams to ounces. b) Convert 80 ounces to grams.
Vocabulary: Direct proportion is a relationship between two quantities where one is a constant multiple of the other, represented by a straight line through the origin on a graph.
Example: In the conversion graph, students can see that 10 ounces is equivalent to approximately 300 grams.
Register
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
This page contains two multi-step problem-solving questions:
Question 7 requires students to calculate if Ms. Ahmed has enough money to buy 20 pens and 20 folders, given the prices for smaller quantities.
Question 8 involves a complex ratio problem where three people share sweets in the ratio 4:5:7, with additional information about the difference in quantities.
Highlight: These questions test students' ability to apply mathematical concepts to real-world scenarios, an important skill in the GCSE Mathematics Foundation Tier.
Register
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
The final page contains one complex ratio problem:
Question 9 asks students to calculate how much money Sayma gets when £360 is shared between four people using a combination of ratios and multipliers.
Example: In this question, students must first determine the total number of parts in the ratio, then calculate the value of one part before finding Sayma's share.
Highlight: This question combines multiple concepts, including ratios, fractions, and algebraic thinking, making it an excellent test of overall mathematical understanding for Year 9 Maths.
Register
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
The first page introduces the Year 9 foundation assessment calculator paper, providing essential information for students:
Highlight: This is a calculator paper, allowing students to use calculators to assist with calculations.
Register
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
This page includes three questions on various topics:
Question 3 tests understanding of enlargement on a coordinate grid. Students must: a) Identify the scale factor of enlargement between two triangles. b) Explain why the angles in an enlarged triangle remain the same, despite the scale factor.
Question 4 involves proportional reasoning with weights and costs. Students calculate the cost of 3.5 kg of apples given the price of 2.5 kg.
Definition: Enlargement is a transformation that changes the size of a shape without altering its angles.
Highlight: It's crucial to remember that in enlargements, only the side lengths change, not the angles.
Register
Access to all documents
Join milions of students
Improve your grades
By signing up you accept Terms of Service and Privacy Policy
Maths - Direct and inverse proportion exam practice
Brief overview on subtopic.
20
431
0
Maths - inverse proportions
Example of inverse proportions
7
373
1
Maths - GCSE Edexcel Maths (H) Revision Plan
For my GCSEs, I used the revision strategy on page 1 along with the topic-by-topic content breakdown on pages 2 and onwards to make sure I covered all of the content and consolidated it to the best of my ability.
43
1268
1
Average app rating
Pupils love Knowunity
In education app charts in 11 countries
Students have uploaded notes
iOS User
Philip, iOS User
Lena, iOS user
