Derivatives as known to be used to describe the variation or rate of change between two points. Their rules vary depending on the nature of a function (whether you are dealing with a linear function or a power function). Do you think you are armed enough when it comes to derivative rules used to analyze functions? Take our quiz and see how good you are.
An infliction point.
A negative point.
A progressive point.
A regressive point.
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Stagnating
Increasing
Decreasing
Disappearing
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Its first derivative
Its second derivative
Its last derivative
Point y.
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A negative value
A value of 1
A value of 0
An inflection point
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Parallel to b
Parallel to C
A critical point.
Equal to 0
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Decreasing
Increasing
Being constant
Concave down
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Decreasing
Increasing
Stagnant
Indefined
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Its first derivative
Its second derivative
The final result
By the value of x
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Decreasing
Increasing
Concave up
Concave down
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