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Year 2: P7 – Differentiation

P7.4 Chain rule

Step One:

Learn

The first video from the year 2 content on differentiation. This video introduces the rule that allows us to differentiate a whole range of mathematical functions – chain rule.

Step Two:

Check

P7.4 Chain rule

P7.5 Product and Quotient Rule

Step One:

Learn

P7.4 Chain rule

2 Videos

This video from the Year 2 differentiation section, introduces the product rule as a method for differentiating expressions in the format f(x)g(x).

Step Two:

Check

P7.5 Product and Quotient Rule

P7.6 Implicit differentiation

Step One:

Learn

P7.6 Implicit differentiation

1 Videos

This video looks at how to find gradients of curves that are defined implicitly i.e. in the form f(x) + g(y) = c rather than in the form y = … For example, the equation of a circle.

Step Two:

Check

P7.6 Implicit differentiation

P7.4 Chain rule

Step One:

Learn

The first video from the year 2 content on differentiation. This video introduces the rule that allows us to differentiate a whole range of mathematical functions – chain rule.

Step Two:

Check

P7.4 Chain rule

P7.5 Product and Quotient Rule

Step One:

Learn

P7.4 Chain rule

2 Videos

This video from the Year 2 differentiation section, introduces the product rule as a method for differentiating expressions in the format f(x)g(x).

Step Two:

Check

P7.5 Product and Quotient Rule

P7.6 Implicit differentiation

Step One:

Learn

P7.6 Implicit differentiation

1 Videos

This video looks at how to find gradients of curves that are defined implicitly i.e. in the form f(x) + g(y) = c rather than in the form y = … For example, the equation of a circle.

Step Two:

Check

P7.6 Implicit differentiation

P7.7 Using the second differential

Step One:

Learn

P7.7 Using the second differential

1 Videos

We saw the second differential in Year 1. Now we are looking at how it can be used to characterise the shape of different sections of a curve and also how we can use it to spot points of inflection.

Step Two:

Check

P7.7 Using the second differential

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