OCR • Mathematics
Meest recente samenvattingen voor de opleiding Mathematics op de OCR. Op zoek naar een samenvatting voor Mathematics? Wij hebben diverse samenvattingen voor de opleiding Mathematics op de OCR.
-
222
-
1
-
44
Vakken Mathematics op de OCR
Er zijn samenvattingen beschikbaar voor de volgende vakken van Mathematics op OCR
-
Unit 1 C1 - Core Mathematics 1
-
Unit 2 C2 - Core Mathematics 2
-
Unit 3 C3 - Core Mathematics 3
-
Unit 4 C4 - Core Mathematics 4
-
Unit 5 FP 1 - Further Pure Mathematics 1
-
Unit 6 FP 2 - Further Pure Mathematics 2
-
Unit 7 FP 3 - Further Pure Mathematics 3
-
Unit 8 M1 - Mechanics 1
-
Unit 9 M2 - Mechanics 2
Populaire samengevatte boeken OCR • Mathematics
Sophie Goldie, Cath Moore • ISBN 9781510455573
Laatste content OCR • Mathematics
A summary of the key words from the Data Processing, Presentation and Interpretation topic from the OCR MEI A-Level Mathematics Course.
- Samenvatting
- • 1 pagina's's •
-
OCR•Unit 13 - Statistics 1
Voorbeeld 1 van de 1 pagina's
Document laden...
A summary of the key words from the Data Processing, Presentation and Interpretation topic from the OCR MEI A-Level Mathematics Course.
A summary of Sampling and Sampling Methods for the OCR MEI A-Level Mathematics Course.
- Samenvatting
- • 3 pagina's's •
-
OCR•Unit 13 - Statistics 1
Voorbeeld 1 van de 3 pagina's
Document laden...
A summary of Sampling and Sampling Methods for the OCR MEI A-Level Mathematics Course.
Easy to read and in detailed notes, that include worked through examples. Specific for OCR Mei A-level maths year 2. Covers: by parts, by substitution, integrating trig, integrating expos and logs, partial fractions and further Integration.
- Samenvatting
- • 11 pagina's's •
-
OCR•Integration
Voorbeeld 2 van de 11 pagina's
Document laden...
Easy to read and in detailed notes, that include worked through examples. Specific for OCR Mei A-level maths year 2. Covers: by parts, by substitution, integrating trig, integrating expos and logs, partial fractions and further Integration.
Document contains four methods of proofs used at AS Level - proof by exhaustion, proof by deduction, proof by counter example and consequence & equivalence. It is a summary and includes exam styled questions and solutions below the questions as well as examples throughout and other key points created by myself.
- Samenvatting
- • 6 pagina's's •
-
OCR•Unit 22 - Further Pure Mathematics with Technology
Voorbeeld 1 van de 6 pagina's
Document laden...
Document contains four methods of proofs used at AS Level - proof by exhaustion, proof by deduction, proof by counter example and consequence & equivalence. It is a summary and includes exam styled questions and solutions below the questions as well as examples throughout and other key points created by myself.
Explains with examples: Proof by exhaustion Proof by deduction
- Samenvatting
- • 2 pagina's's •
-
OCR•Proof
Voorbeeld 1 van de 2 pagina's
Document laden...
Explains with examples: Proof by exhaustion Proof by deduction
Explains with examples: Disproof by counter - examples Proof by contradiction
- Samenvatting
- • 2 pagina's's •
-
OCR•Proof
Voorbeeld 1 van de 2 pagina's
Document laden...
Explains with examples: Disproof by counter - examples Proof by contradiction
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
- Tentamen (uitwerkingen)
- • 35 pagina's's •
-
OCR•math
Voorbeeld 4 van de 35 pagina's
Document laden...
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
- Tentamen (uitwerkingen)
- • 35 pagina's's •
-
OCR•math
Voorbeeld 4 van de 35 pagina's
Document laden...
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
- Tentamen (uitwerkingen)
- • 35 pagina's's •
-
OCR•math
Voorbeeld 4 van de 35 pagina's
Document laden...
OCR A Level Math Exam Questions and Mark Scheme 1. i. The first three terms of an arithmetic progression are 2x, x + 4 and 2x − 7 respectively. Find the value of x. [3] ii. The first three terms of another sequence are also 2x, x + 4 and 2x − 7 respectively. a. Verify that when x = 8 the terms form a geometric progression and find the sum to infinity in this case. [4] b. Find the other possible value of x that also gives a geometric progression. [4] 2. Sarah is carrying out a seri...
A step by step guide and format to earn full marks in any hypothesis test question in an A-level OCR stats exam
- Samenvatting
- • 1 pagina's's •
-
OCR•statistics
Voorbeeld 1 van de 1 pagina's
Document laden...
A step by step guide and format to earn full marks in any hypothesis test question in an A-level OCR stats exam