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Differentiation Rules
Differentiate the Function
Power Series
Directional Derivative
Smooth Function
Second Derivative Test
Fermat's Theorem Stationary Points
Second Derivative
Limit Mathematics
Jacobian
Measure Mathematics
Gradient
Value Mathematics
Implicit Functions
Differential Calculus
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1:15
jdmeducational.com
| jdmeducational
A function f is concave if the 2nd derivative f’’ is negative (f’’ 0). A convex function opens upward, and water poured onto the curve would fill it.
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