Tangent Line for an Integral Function

Consider the function $$f(x)=3*x^2-2*x+1$$ whose derivative is $$f'(x)=6*x-2$$. Solve the equation $$6*x-2=0$$ to find the x-coordinate where the tangent is horizontal.

Interpreting The Derivative Of A Rate

Related Rates of a Circular Spill

Properties of Velocity and Acceleration

Second Derivative and Inflection Points

Properties Of Rolle's Theorem

Chain Rule with a Trigonometric Function

Extreme Value Theorem Conditions

Ordering Linear Approximations

Interpreting The Derivative Of An Exponential Function

Related Rates of a Circle's Area

Evaluating Acceleration From Velocity

Compound Interest Doubling Time

Differentiate $$y=\ln(5*x^2+3)$$ with respect to $$x$$.

Differentiate $$y = e^{2*x^2}$$ with respect to x.

Implicit Differentiation Procedure

Derivative of an Inverse Function

For the curve defined by $$e^{x*y}=x+y$$, determine an expression for $$\frac{dy}{dx}$$.

Implicit Differentiation at a Point