Fill the calculus turning point rule
Exercise and reference answers
- Missing parts
- Answer
- increasing
- Choices
- increasing
- decreasing
- constant
- Answer
- above
- Choices
- below
- above
- equal to
- Answer
- minimum
- Choices
- maximum
- minimum
- constant
- Complete the statement
- A function is {0} on an interval where the first derivative is positive, and a critical point where the second derivative is {1} zero is a local {2}.
- Instructions
- Tap the right word for each blank to finish the rule for rising curves and turning points.
Explanation
_Source: Qallery verified question bank, Class 12 State Board, topic Application of Derivatives_
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