Advanced Higher Maths 2006 Paper 1
SQA / Qualifications Scotland · 17 questions
Free Advanced Higher Maths 2006 Paper 1 past paper questions with the SQA marking scheme. Here are 3 of the 17 questions; every question, answer and video for this paper is in the free question bank.
3 of 17 questions
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Question 1
- Calculating the determinant of a matrix
- Finding the inverse of a matrix
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Question 2
- Differentiating exponential and natural logarithmic functions
- Differentiating functions using the chain rule
- Differentiating functions given in the form of a product and in the form of a quotient
- Differentiating inverse trigonometric functions
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Question 3
- Performing algebraic operations on complex numbers
- Performing geometric operations on complex numbers
About Advanced Higher Maths 2006 Paper 1
Where can I find the Advanced Higher Maths 2006 Paper 1 marking scheme?
Press Show answer under each question above to see the SQA marking instructions for it. The marking scheme for all 17 questions of Advanced Higher Maths 2006 Paper 1 is in the free Rishi Subjects question bank.
Are there video solutions for Advanced Higher Maths 2006 Paper 1?
The question bank lists every video walkthrough available for Advanced Higher Maths 2006 Paper 1; this page shows the first 3 questions.
How many questions are in Advanced Higher Maths 2006 Paper 1?
Advanced Higher Maths 2006 Paper 1 has 17 questions. 3 of them are free to try on this page.
What topics are in Advanced Higher Maths 2006 Paper 1?
The questions on this page cover Calculating the determinant of a matrix, Finding the inverse of a matrix, Differentiating exponential and natural logarithmic functions, Differentiating functions using the chain rule, Differentiating functions given in the form of a product and in the form of a quotient, Differentiating inverse trigonometric functions, Performing algebraic operations on complex numbers, Performing geometric operations on complex numbers. Every question in the bank is tagged by topic, so you can also practise each topic across all Advanced Higher Maths past papers.