In situations involving more than two variables you can use the?chain rule?to connect multiple rates of change into a single equation
Equations involving derivatives (ie rates of changes) are known as?differential equations
These can be solved using methods of integration (see Differential Equations )
However setting up the equation from the information given can involve the chain rule and connected rates of change
Note from the examples above that you will often need to differentiate a formula to get one of the rates of change you need
Exam Tip
These problems can involve a lot of letters – be sure to keep track of what they all refer to.
Be especially sure that you are clear about which letters are?variables?and which are?constants?– these behave very differently when differentiation is involved!
Worked Example
轉載自savemyexams
以上就是關于【Edexcel A Level Maths: Pure:復習筆記7.4.3 Connected Rates of Change】的解答,如需了解學校/賽事/課程動態,可至翰林教育官網獲取更多信息。