Reader Notes: Finding the equation of a tangent to a curve defined by parametric equations.

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2011 SQA Advanced Higher Maths: 7 to 13
2010 SQA Advanced Higher Maths: 7 to 13
2011 SQA Advanced Higher Maths: 1 to 6
2009 SQA Advanced Higher Maths: 7 to 13
2014 SQA Advanced Higher Maths no. 9 : Maclaurin series
2012 SQA Advanced Higher Maths:  11  (integration by parts)
2007 SQA Advanced Higher Maths no.13   Parametric equations
2010 SQA Advanced Higher Maths: 1 to 6
2011 SQA Advanced Higher Maths: 14 to 16
2015 SQA Advanced Higher Mathematics No. 9 Combinations identity
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2011 SQA Advanced Higher Maths: 7 to 13

2011 SQA Advanced Higher Maths: 7 to 13

Read more details and related context about 2011 SQA Advanced Higher Maths: 7 to 13.

2010 SQA Advanced Higher Maths: 7 to 13

2010 SQA Advanced Higher Maths: 7 to 13

Read more details and related context about 2010 SQA Advanced Higher Maths: 7 to 13.

2011 SQA Advanced Higher Maths: 1 to 6

2011 SQA Advanced Higher Maths: 1 to 6

Read more details and related context about 2011 SQA Advanced Higher Maths: 1 to 6.

2009 SQA Advanced Higher Maths: 7 to 13

2009 SQA Advanced Higher Maths: 7 to 13

Read more details and related context about 2009 SQA Advanced Higher Maths: 7 to 13.

2014 SQA Advanced Higher Maths no. 9 : Maclaurin series

2014 SQA Advanced Higher Maths no. 9 : Maclaurin series

Instructional exercise consisting of question 9 from the 2014

2012 SQA Advanced Higher Maths:  11  (integration by parts)

2012 SQA Advanced Higher Maths: 11 (integration by parts)

Instructional exercise consisting of question 11 from the 2012

2007 SQA Advanced Higher Maths no.13   Parametric equations

2007 SQA Advanced Higher Maths no.13 Parametric equations

Finding the equation of a tangent to a curve defined by parametric equations. Finding the second derivative and using this to ...

2010 SQA Advanced Higher Maths: 1 to 6

2010 SQA Advanced Higher Maths: 1 to 6

Read more details and related context about 2010 SQA Advanced Higher Maths: 1 to 6.

2011 SQA Advanced Higher Maths: 14 to 16

2011 SQA Advanced Higher Maths: 14 to 16

Read more details and related context about 2011 SQA Advanced Higher Maths: 14 to 16.

2015 SQA Advanced Higher Mathematics No. 9 Combinations identity

2015 SQA Advanced Higher Mathematics No. 9 Combinations identity

Prove a given identity involving combinations. Instructional exercise consisting of question 9 from the 2015