Increasing & Decreasing Functions (Edexcel A-Level Mathematics): Quizzes
📚Quizzes
Practise the questions
10 questions from this quiz
ShowHide
Practise the questions
10 questions from this quiz
For to be increasing on interval with , what must be true?
For to be increasing on interval with , what must be true?
If for all in an interval, what can we conclude about ?
If for all in an interval, what can we conclude about ?
is increasing on that interval
If for all in an interval, what is true about ?
If for all in an interval, what is true about ?
is decreasing on that interval
Where do critical points occur?
Where do critical points occur?
Where is zero or undefined
If for all in an interval, what is the function?
If for all in an interval, what is the function?
Constant on that interval
After finding critical points, what do we determine in each interval?
After finding critical points, what do we determine in each interval?
The sign of the derivative
What is the first step in finding intervals of increase and decrease?
What is the first step in finding intervals of increase and decrease?
Calculate the first derivative
For , what are the critical points?
For , what are the critical points?
and
For , why is the function decreasing everywhere?
For , why is the function decreasing everywhere?
is always negative
Which is an application of increasing and decreasing functions?
Which is an application of increasing and decreasing functions?
Finding maximum or minimum values
